DYNAMICS OF OPERATORS (Q3144341): Difference between revisions

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(‎Changed label, description and/or aliases in it, and other parts: Adding Italian translations)
(‎Set a claim value: summary (P836): O nosso objectivo é investigar diferentes noções dinâmicas (principalmente relacionadas com o caos) para operadores e grupos de operadores em espaços de dimensão infinita, e também em sistemas não lineares. Para ser mais preciso, vamos trabalhar em: _x000D_ _x000D_ (1) DINÂMICA DE C_0-semigrupos E APLICAÇÕES, _x000D_ _x000D_ (2) DINÂMICA DE EcuAÇÕES DIFERENTES (e EM DIFERENÇAS) fraccionadas, _x000D_ _x000D_ (3) CAOS LI-YORKE E CAOS distributiva, _x0...)
 
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label / ellabel / el
 
ΔΥΝΑΜΙΚΉ ΤΩΝ ΧΕΙΡΙΣΤΏΝ
label / dalabel / da
 
OPERATØRERNES DYNAMIK
label / filabel / fi
 
TOIMIJOIDEN DYNAMIIKKA
label / mtlabel / mt
 
ID-DINAMIKA TAL-OPERATURI
label / lvlabel / lv
 
OPERATORU DINAMIKA
label / sklabel / sk
 
DYNAMIKA OPERÁTOROV
label / galabel / ga
 
DINIMIC NA N-OIBREOIRÍ
label / cslabel / cs
 
DYNAMIKA OPERÁTORŮ
label / ptlabel / pt
 
DINÂMICA DOS OPERADORES
label / etlabel / et
 
ETTEVÕTJATE DÜNAAMIKA
label / hulabel / hu
 
AZ ÜZEMELTETŐK DINAMIKÁJA
label / bglabel / bg
 
ДИНАМИКА НА ОПЕРАТОРИТЕ
label / ltlabel / lt
 
OPERATORIŲ DINAMIKA
label / hrlabel / hr
 
DINAMIKA OPERATERA
label / svlabel / sv
 
OPERATÖRERNAS DYNAMIK
label / rolabel / ro
 
DINAMICA OPERATORILOR
label / sllabel / sl
 
DINAMIKA OPERATERJEV
label / pllabel / pl
 
DYNAMIKA OPERATORÓW
description / bgdescription / bg
 
Проект Q3144341 в Испания
description / hrdescription / hr
 
Projekt Q3144341 u Španjolskoj
description / hudescription / hu
 
Projekt Q3144341 Spanyolországban
description / csdescription / cs
 
Projekt Q3144341 ve Španělsku
description / dadescription / da
 
Projekt Q3144341 i Spanien
description / nldescription / nl
 
Project Q3144341 in Spanje
description / etdescription / et
 
Projekt Q3144341 Hispaanias
description / fidescription / fi
 
Projekti Q3144341 Espanjassa
description / frdescription / fr
 
Projet Q3144341 en Espagne
description / dedescription / de
 
Projekt Q3144341 in Spanien
description / eldescription / el
 
Έργο Q3144341 στην Ισπανία
description / gadescription / ga
 
Tionscadal Q3144341 sa Spáinn
description / itdescription / it
 
Progetto Q3144341 in Spagna
description / lvdescription / lv
 
Projekts Q3144341 Spānijā
description / ltdescription / lt
 
Projektas Q3144341 Ispanijoje
description / mtdescription / mt
 
Proġett Q3144341 fi Spanja
description / pldescription / pl
 
Projekt Q3144341 w Hiszpanii
description / ptdescription / pt
 
Projeto Q3144341 na Espanha
description / rodescription / ro
 
Proiectul Q3144341 în Spania
description / skdescription / sk
 
Projekt Q3144341 v Španielsku
description / sldescription / sl
 
Projekt Q3144341 v Španiji
description / esdescription / es
 
Proyecto Q3144341 en España
description / svdescription / sv
 
Projekt Q3144341 i Spanien
Property / budget
70,180.0 Euro
Amount70,180.0 Euro
UnitEuro
 
Property / budget: 70,180.0 Euro / rank
Normal rank
 
Property / co-financing rate
50.0 percent
Amount50.0 percent
Unitpercent
 
Property / co-financing rate: 50.0 percent / rank
Normal rank
 
Property / EU contribution
35,090.0 Euro
Amount35,090.0 Euro
UnitEuro
 
Property / EU contribution: 35,090.0 Euro / rank
Normal rank
 
Property / summary: OUR PURPOSE IS TO INVESTIGATE DIFFERENT DYNAMIC NOTIONS (MAINLY RELATED TO CHAOS) FOR OPERATORS AND SEMI-GROUPS OF OPERATORS IN INFINITE DIMENSION SPACES, AND ALSO IN NONLINEAR SYSTEMS. TO BE MORE PRECISE, WE WILL WORK ON: _x000D_ _x000D_ (1) DINAMIC OF C_0-semi-groups AND APPLICATIONS, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (and IN DIFFERENCES) fractional, _x000D_ _x000D_ (3) CAOS LI-YORKE AND CAOS distributional, _x000D_ _x000D_ (4) LINEABILITY, ALGEBRABILITY AND SPACEBILITY, _x000D_ _x000D_ (5) RECURRENT IN THE DINAMIC OF OPERATORS, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Other TOPOLOGICAL AND THEORY PROPERTY OF MEASURE IN LINE DINAMIC, _x000D_ _x000D_ (8) NO LINEAL DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS AND SIMULACION OF THE DINAMIC LINEAL MODEL._x000D_ _x000D_ AS RESULTS WE ARE A MINIMO OF 30 PUBLICATIONS IN INTERNATIONAL MEDIA OR HIGH IMPACT REVIEWS, AND RESULTS IN INTERNATIONAL CONGRESS DIVERSES. (English) / qualifier
 
readability score: 0.0889048453837395
Amount0.0889048453837395
Unit1
Property / postal code
46250
 
Property / postal code: 46250 / rank
Normal rank
 
Property / location (string)
Valencia
 
Property / location (string): Valencia / rank
Normal rank
 
Property / coordinate location
39°28'10.96"N, 0°22'34.82"W
Latitude39.4697065
Longitude-0.3763353
Precision1.0E-5
Globehttp://www.wikidata.org/entity/Q2
 
Property / coordinate location: 39°28'10.96"N, 0°22'34.82"W / rank
Normal rank
 
Property / contained in NUTS
 
Property / contained in NUTS: Province of Valencia / rank
Normal rank
 
Property / summary
 
ΣΚΟΠΌΣ ΜΑΣ ΕΊΝΑΙ ΝΑ ΔΙΕΡΕΥΝΉΣΟΥΜΕ ΔΙΑΦΟΡΕΤΙΚΈΣ ΔΥΝΑΜΙΚΈΣ ΈΝΝΟΙΕΣ (ΚΥΡΊΩΣ ΣΧΕΤΙΚΈΣ ΜΕ ΤΟ ΧΆΟΣ) ΓΙΑ ΤΟΥΣ ΧΕΙΡΙΣΤΈΣ ΚΑΙ ΤΙΣ ΗΜΙΟΜΆΔΕΣ ΤΩΝ ΧΕΙΡΙΣΤΏΝ ΣΕ ΧΏΡΟΥΣ ΆΠΕΙΡΩΝ ΔΙΑΣΤΆΣΕΩΝ, ΚΑΘΏΣ ΚΑΙ ΣΕ ΜΗ ΓΡΑΜΜΙΚΆ ΣΥΣΤΉΜΑΤΑ. ΓΙΑ ΝΑ ΕΊΜΑΣΤΕ ΠΙΟ ΑΚΡΙΒΕΊΣ, ΘΑ ΕΡΓΑΣΤΟΎΜΕ ΓΙΑ: _x000D_ _x000D_ (1) ΚΑΝΟΝΙΚΗ ΕΠΙΚΟΙΝΩΝΙΑ Γ_0-ημιομάδων ΚΑΙ ΕΦΑΡΜΟΓΩΝ, _x000D_ _x000D_ (2) ΔΡΑΜΙΚΟΣ ΔΙΑΦΟΡΙΚΩΝ ΟΙΚΟΝΟΜΙΚΩΝ ΟΜΑΔΩΝ (και ΣΕ ΔΙΑΦΟΡΕΣ), κλασματικός, _x000D_ _x000D_ (3) CAOS LI-YORKE και CAOS διανεμητικός, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY ΚΑΙ Spacebility, _x000D_ _x000D_ (5) ΕΠΙΣΤΡΟΦΗ ΣΤΗΝ ΕΠΙΧΕΙΡΗΜΑΤΙΚΟΤΗΤΑ ΤΩΝ ΥΠΗΡΕΣΙΩΝ, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Άλλη τοπολογική και θεωρία του μετρήματος στη γραμμή DINAMIC, _x000D_ _x000D_ (8) NO lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS και Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ ΩΣ ΑΠΟΤΕΛΕΣΜΑΤΑ ΕΙΝΑΙ ΜΗΝΙΜΟ ΤΩΝ 30 ΔΗΜΟΣΙΩΝ ΕΚΔΟΣΕΩΝ ΣΕ ΔΙΕΘΝΕΣ MEDIA Ή ΥΨΗΛΗ ΕΠΙΠΤΩΣΕΙΣ, ΚΑΙ ΑΠΟΤΕΛΕΣΜΑΤΑ ΣΕ ΔΙΕΘΝΕΣ ΣΥΜΒΟΥΛΕΣ. (Greek)
Property / summary: ΣΚΟΠΌΣ ΜΑΣ ΕΊΝΑΙ ΝΑ ΔΙΕΡΕΥΝΉΣΟΥΜΕ ΔΙΑΦΟΡΕΤΙΚΈΣ ΔΥΝΑΜΙΚΈΣ ΈΝΝΟΙΕΣ (ΚΥΡΊΩΣ ΣΧΕΤΙΚΈΣ ΜΕ ΤΟ ΧΆΟΣ) ΓΙΑ ΤΟΥΣ ΧΕΙΡΙΣΤΈΣ ΚΑΙ ΤΙΣ ΗΜΙΟΜΆΔΕΣ ΤΩΝ ΧΕΙΡΙΣΤΏΝ ΣΕ ΧΏΡΟΥΣ ΆΠΕΙΡΩΝ ΔΙΑΣΤΆΣΕΩΝ, ΚΑΘΏΣ ΚΑΙ ΣΕ ΜΗ ΓΡΑΜΜΙΚΆ ΣΥΣΤΉΜΑΤΑ. ΓΙΑ ΝΑ ΕΊΜΑΣΤΕ ΠΙΟ ΑΚΡΙΒΕΊΣ, ΘΑ ΕΡΓΑΣΤΟΎΜΕ ΓΙΑ: _x000D_ _x000D_ (1) ΚΑΝΟΝΙΚΗ ΕΠΙΚΟΙΝΩΝΙΑ Γ_0-ημιομάδων ΚΑΙ ΕΦΑΡΜΟΓΩΝ, _x000D_ _x000D_ (2) ΔΡΑΜΙΚΟΣ ΔΙΑΦΟΡΙΚΩΝ ΟΙΚΟΝΟΜΙΚΩΝ ΟΜΑΔΩΝ (και ΣΕ ΔΙΑΦΟΡΕΣ), κλασματικός, _x000D_ _x000D_ (3) CAOS LI-YORKE και CAOS διανεμητικός, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY ΚΑΙ Spacebility, _x000D_ _x000D_ (5) ΕΠΙΣΤΡΟΦΗ ΣΤΗΝ ΕΠΙΧΕΙΡΗΜΑΤΙΚΟΤΗΤΑ ΤΩΝ ΥΠΗΡΕΣΙΩΝ, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Άλλη τοπολογική και θεωρία του μετρήματος στη γραμμή DINAMIC, _x000D_ _x000D_ (8) NO lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS και Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ ΩΣ ΑΠΟΤΕΛΕΣΜΑΤΑ ΕΙΝΑΙ ΜΗΝΙΜΟ ΤΩΝ 30 ΔΗΜΟΣΙΩΝ ΕΚΔΟΣΕΩΝ ΣΕ ΔΙΕΘΝΕΣ MEDIA Ή ΥΨΗΛΗ ΕΠΙΠΤΩΣΕΙΣ, ΚΑΙ ΑΠΟΤΕΛΕΣΜΑΤΑ ΣΕ ΔΙΕΘΝΕΣ ΣΥΜΒΟΥΛΕΣ. (Greek) / rank
 
Normal rank
Property / summary: ΣΚΟΠΌΣ ΜΑΣ ΕΊΝΑΙ ΝΑ ΔΙΕΡΕΥΝΉΣΟΥΜΕ ΔΙΑΦΟΡΕΤΙΚΈΣ ΔΥΝΑΜΙΚΈΣ ΈΝΝΟΙΕΣ (ΚΥΡΊΩΣ ΣΧΕΤΙΚΈΣ ΜΕ ΤΟ ΧΆΟΣ) ΓΙΑ ΤΟΥΣ ΧΕΙΡΙΣΤΈΣ ΚΑΙ ΤΙΣ ΗΜΙΟΜΆΔΕΣ ΤΩΝ ΧΕΙΡΙΣΤΏΝ ΣΕ ΧΏΡΟΥΣ ΆΠΕΙΡΩΝ ΔΙΑΣΤΆΣΕΩΝ, ΚΑΘΏΣ ΚΑΙ ΣΕ ΜΗ ΓΡΑΜΜΙΚΆ ΣΥΣΤΉΜΑΤΑ. ΓΙΑ ΝΑ ΕΊΜΑΣΤΕ ΠΙΟ ΑΚΡΙΒΕΊΣ, ΘΑ ΕΡΓΑΣΤΟΎΜΕ ΓΙΑ: _x000D_ _x000D_ (1) ΚΑΝΟΝΙΚΗ ΕΠΙΚΟΙΝΩΝΙΑ Γ_0-ημιομάδων ΚΑΙ ΕΦΑΡΜΟΓΩΝ, _x000D_ _x000D_ (2) ΔΡΑΜΙΚΟΣ ΔΙΑΦΟΡΙΚΩΝ ΟΙΚΟΝΟΜΙΚΩΝ ΟΜΑΔΩΝ (και ΣΕ ΔΙΑΦΟΡΕΣ), κλασματικός, _x000D_ _x000D_ (3) CAOS LI-YORKE και CAOS διανεμητικός, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY ΚΑΙ Spacebility, _x000D_ _x000D_ (5) ΕΠΙΣΤΡΟΦΗ ΣΤΗΝ ΕΠΙΧΕΙΡΗΜΑΤΙΚΟΤΗΤΑ ΤΩΝ ΥΠΗΡΕΣΙΩΝ, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Άλλη τοπολογική και θεωρία του μετρήματος στη γραμμή DINAMIC, _x000D_ _x000D_ (8) NO lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS και Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ ΩΣ ΑΠΟΤΕΛΕΣΜΑΤΑ ΕΙΝΑΙ ΜΗΝΙΜΟ ΤΩΝ 30 ΔΗΜΟΣΙΩΝ ΕΚΔΟΣΕΩΝ ΣΕ ΔΙΕΘΝΕΣ MEDIA Ή ΥΨΗΛΗ ΕΠΙΠΤΩΣΕΙΣ, ΚΑΙ ΑΠΟΤΕΛΕΣΜΑΤΑ ΣΕ ΔΙΕΘΝΕΣ ΣΥΜΒΟΥΛΕΣ. (Greek) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
VORES FORMÅL ER AT UNDERSØGE FORSKELLIGE DYNAMISKE BEGREBER (PRIMÆRT RELATERET TIL KAOS) FOR OPERATØRER OG SEMI-GRUPPER AF OPERATØRER I UENDELIG DIMENSION RUM, OG OGSÅ I IKKE-LINEÆRE SYSTEMER. MERE PRÆCIST VIL VI ARBEJDE PÅ: _x000D_ _x000D_ (1) DINAMIK AF C_0-semi-grupper OG APPLIKATIONER, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (og IN DIFFERENCES) fraktioneret, _x000D_ _x000D_ (3) CAOS LI-YORKE OG CAOS distributional _x000D_ _x000D_ (4) lineability, ALGEBRABILITY OG Spacebility, _x000D_ _x000D_ (5) RECURRENT IN THE DINAMIC, _x000D_ _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Andre topologiske og THEORY PROPERTY OF MEASURE I LINE DINAMIC _x000D_ _x000D_ (8) NO lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS OG Simulacion af DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS VEDTAGET AF 30 PUBLIKATIONER I INTERNATIONAL Media eller HØJ IMPACT REVIEWS, OG RESULTATER I INTERNATIONALE KONGRESS-varianter. (Danish)
Property / summary: VORES FORMÅL ER AT UNDERSØGE FORSKELLIGE DYNAMISKE BEGREBER (PRIMÆRT RELATERET TIL KAOS) FOR OPERATØRER OG SEMI-GRUPPER AF OPERATØRER I UENDELIG DIMENSION RUM, OG OGSÅ I IKKE-LINEÆRE SYSTEMER. MERE PRÆCIST VIL VI ARBEJDE PÅ: _x000D_ _x000D_ (1) DINAMIK AF C_0-semi-grupper OG APPLIKATIONER, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (og IN DIFFERENCES) fraktioneret, _x000D_ _x000D_ (3) CAOS LI-YORKE OG CAOS distributional _x000D_ _x000D_ (4) lineability, ALGEBRABILITY OG Spacebility, _x000D_ _x000D_ (5) RECURRENT IN THE DINAMIC, _x000D_ _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Andre topologiske og THEORY PROPERTY OF MEASURE I LINE DINAMIC _x000D_ _x000D_ (8) NO lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS OG Simulacion af DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS VEDTAGET AF 30 PUBLIKATIONER I INTERNATIONAL Media eller HØJ IMPACT REVIEWS, OG RESULTATER I INTERNATIONALE KONGRESS-varianter. (Danish) / rank
 
Normal rank
Property / summary: VORES FORMÅL ER AT UNDERSØGE FORSKELLIGE DYNAMISKE BEGREBER (PRIMÆRT RELATERET TIL KAOS) FOR OPERATØRER OG SEMI-GRUPPER AF OPERATØRER I UENDELIG DIMENSION RUM, OG OGSÅ I IKKE-LINEÆRE SYSTEMER. MERE PRÆCIST VIL VI ARBEJDE PÅ: _x000D_ _x000D_ (1) DINAMIK AF C_0-semi-grupper OG APPLIKATIONER, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (og IN DIFFERENCES) fraktioneret, _x000D_ _x000D_ (3) CAOS LI-YORKE OG CAOS distributional _x000D_ _x000D_ (4) lineability, ALGEBRABILITY OG Spacebility, _x000D_ _x000D_ (5) RECURRENT IN THE DINAMIC, _x000D_ _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Andre topologiske og THEORY PROPERTY OF MEASURE I LINE DINAMIC _x000D_ _x000D_ (8) NO lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS OG Simulacion af DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS VEDTAGET AF 30 PUBLIKATIONER I INTERNATIONAL Media eller HØJ IMPACT REVIEWS, OG RESULTATER I INTERNATIONALE KONGRESS-varianter. (Danish) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
TARKOITUKSENAMME ON TUTKIA ERILAISIA DYNAAMISIA KÄSITTEITÄ (JOTKA LIITTYVÄT PÄÄASIASSA KAAOKSEEN) OPERAATTOREIDEN JA TOIMIJOIDEN SEMI-RYHMIEN KANNALTA ÄÄRETTÖMISSÄ ULOTTUVUUKSISSA JA MYÖS EPÄLINEAARISISSA JÄRJESTELMISSÄ. TARKEMMIN SANOTTUNA TARKASTELEMME SEURAAVIA ASIOITA: _x000D_ _x000D_ (1) DINAMIC C_0-semi-ryhmien JA TÄYTÄNTÖÖN, _x000D_ _x000D_ (2) DINAMIC DIFFERENTIAL EcuATIONS (ja DIFFERENCES) osittainen, _x000D_ _x000D_ (3) CAOS LI-YORKE JA CAOS jakelu, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY JA Spacebility, _x000D_ _x000D_ (5) RECURRENT in the DINAMIC of OPERATORS, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Muut topologiset JA TUOTTEET LINE DINAMIC, _x000D_ _x000D_ (8) EI lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISISIA JA Simulacion DINAMIC linjan MODEL._x000D_ _x000D_ koska RESULOS WE ON 30 PUBLICATIONS INTERNATIONAL MEDIA TAI HIGH IMPACT REVIEWS, JA RESULOSIN IN INTERNATIONAL CONGRESS monipuolinen. (Finnish)
Property / summary: TARKOITUKSENAMME ON TUTKIA ERILAISIA DYNAAMISIA KÄSITTEITÄ (JOTKA LIITTYVÄT PÄÄASIASSA KAAOKSEEN) OPERAATTOREIDEN JA TOIMIJOIDEN SEMI-RYHMIEN KANNALTA ÄÄRETTÖMISSÄ ULOTTUVUUKSISSA JA MYÖS EPÄLINEAARISISSA JÄRJESTELMISSÄ. TARKEMMIN SANOTTUNA TARKASTELEMME SEURAAVIA ASIOITA: _x000D_ _x000D_ (1) DINAMIC C_0-semi-ryhmien JA TÄYTÄNTÖÖN, _x000D_ _x000D_ (2) DINAMIC DIFFERENTIAL EcuATIONS (ja DIFFERENCES) osittainen, _x000D_ _x000D_ (3) CAOS LI-YORKE JA CAOS jakelu, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY JA Spacebility, _x000D_ _x000D_ (5) RECURRENT in the DINAMIC of OPERATORS, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Muut topologiset JA TUOTTEET LINE DINAMIC, _x000D_ _x000D_ (8) EI lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISISIA JA Simulacion DINAMIC linjan MODEL._x000D_ _x000D_ koska RESULOS WE ON 30 PUBLICATIONS INTERNATIONAL MEDIA TAI HIGH IMPACT REVIEWS, JA RESULOSIN IN INTERNATIONAL CONGRESS monipuolinen. (Finnish) / rank
 
Normal rank
Property / summary: TARKOITUKSENAMME ON TUTKIA ERILAISIA DYNAAMISIA KÄSITTEITÄ (JOTKA LIITTYVÄT PÄÄASIASSA KAAOKSEEN) OPERAATTOREIDEN JA TOIMIJOIDEN SEMI-RYHMIEN KANNALTA ÄÄRETTÖMISSÄ ULOTTUVUUKSISSA JA MYÖS EPÄLINEAARISISSA JÄRJESTELMISSÄ. TARKEMMIN SANOTTUNA TARKASTELEMME SEURAAVIA ASIOITA: _x000D_ _x000D_ (1) DINAMIC C_0-semi-ryhmien JA TÄYTÄNTÖÖN, _x000D_ _x000D_ (2) DINAMIC DIFFERENTIAL EcuATIONS (ja DIFFERENCES) osittainen, _x000D_ _x000D_ (3) CAOS LI-YORKE JA CAOS jakelu, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY JA Spacebility, _x000D_ _x000D_ (5) RECURRENT in the DINAMIC of OPERATORS, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Muut topologiset JA TUOTTEET LINE DINAMIC, _x000D_ _x000D_ (8) EI lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISISIA JA Simulacion DINAMIC linjan MODEL._x000D_ _x000D_ koska RESULOS WE ON 30 PUBLICATIONS INTERNATIONAL MEDIA TAI HIGH IMPACT REVIEWS, JA RESULOSIN IN INTERNATIONAL CONGRESS monipuolinen. (Finnish) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
GĦAN TAGĦNA HUWA LI TINVESTIGA KUNĊETTI DINAMIĊI DIFFERENTI (PRINĊIPALMENT RELATATI MAL KAOS) GĦALL-OPERATURI U SEMI-GRUPPI TA ‘OPERATURI FL-ISPAZJI DIMENSJONI INFINITA, U WKOLL F’SISTEMI NONLINEARI. BIEX INKUNU AKTAR PREĊIŻI, SE NAĦDMU FUQ: _x000D_ _x000D_ (1) DINAMIC TA’ C_0-semi-gruppi U APPLIKAZZJONIJIET, _x000D_ _x000D_ (2) DINAMIC TA’ Ekwazzjonijiet DIFFERENTI (u F’DIFFERENZI) frazzjonali, _x000D_ _x000D_ _x000D_ (3) distribuzzjonali ta’ l-Ekwazzjonijiet DIFFERENTI U CAOS, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY U Spacebility, _x000D_ _x000D_ (5) RECURRENT F’DINAMIC TA’ OPERATORJI, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) PROPERTÀ topoloġika U TORY Oħrajn TA’ MEASURE F’DINAMIC LINE, _x000D_ _x000D_ (8) L-ebda DINAMIC lineali, Y _x000D_ _x000D_ (9) _x000D_ (9) L-ANALISIS U s-Simulacion tad-DINAMIC lineal MODEL._x000D_ _x000D_ RIŻULTATI RIŻULTATI GĦANDHOM MINIMO ta’ 30 PUBBLIKA F’REŻJONIJIET INTERNAZZJONALI jew IMPATT GĦOLJA, U RIŻULTATI F’diversi CONGRESS INTERNAZZJONALI. (Maltese)
Property / summary: GĦAN TAGĦNA HUWA LI TINVESTIGA KUNĊETTI DINAMIĊI DIFFERENTI (PRINĊIPALMENT RELATATI MAL KAOS) GĦALL-OPERATURI U SEMI-GRUPPI TA ‘OPERATURI FL-ISPAZJI DIMENSJONI INFINITA, U WKOLL F’SISTEMI NONLINEARI. BIEX INKUNU AKTAR PREĊIŻI, SE NAĦDMU FUQ: _x000D_ _x000D_ (1) DINAMIC TA’ C_0-semi-gruppi U APPLIKAZZJONIJIET, _x000D_ _x000D_ (2) DINAMIC TA’ Ekwazzjonijiet DIFFERENTI (u F’DIFFERENZI) frazzjonali, _x000D_ _x000D_ _x000D_ (3) distribuzzjonali ta’ l-Ekwazzjonijiet DIFFERENTI U CAOS, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY U Spacebility, _x000D_ _x000D_ (5) RECURRENT F’DINAMIC TA’ OPERATORJI, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) PROPERTÀ topoloġika U TORY Oħrajn TA’ MEASURE F’DINAMIC LINE, _x000D_ _x000D_ (8) L-ebda DINAMIC lineali, Y _x000D_ _x000D_ (9) _x000D_ (9) L-ANALISIS U s-Simulacion tad-DINAMIC lineal MODEL._x000D_ _x000D_ RIŻULTATI RIŻULTATI GĦANDHOM MINIMO ta’ 30 PUBBLIKA F’REŻJONIJIET INTERNAZZJONALI jew IMPATT GĦOLJA, U RIŻULTATI F’diversi CONGRESS INTERNAZZJONALI. (Maltese) / rank
 
Normal rank
Property / summary: GĦAN TAGĦNA HUWA LI TINVESTIGA KUNĊETTI DINAMIĊI DIFFERENTI (PRINĊIPALMENT RELATATI MAL KAOS) GĦALL-OPERATURI U SEMI-GRUPPI TA ‘OPERATURI FL-ISPAZJI DIMENSJONI INFINITA, U WKOLL F’SISTEMI NONLINEARI. BIEX INKUNU AKTAR PREĊIŻI, SE NAĦDMU FUQ: _x000D_ _x000D_ (1) DINAMIC TA’ C_0-semi-gruppi U APPLIKAZZJONIJIET, _x000D_ _x000D_ (2) DINAMIC TA’ Ekwazzjonijiet DIFFERENTI (u F’DIFFERENZI) frazzjonali, _x000D_ _x000D_ _x000D_ (3) distribuzzjonali ta’ l-Ekwazzjonijiet DIFFERENTI U CAOS, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY U Spacebility, _x000D_ _x000D_ (5) RECURRENT F’DINAMIC TA’ OPERATORJI, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) PROPERTÀ topoloġika U TORY Oħrajn TA’ MEASURE F’DINAMIC LINE, _x000D_ _x000D_ (8) L-ebda DINAMIC lineali, Y _x000D_ _x000D_ (9) _x000D_ (9) L-ANALISIS U s-Simulacion tad-DINAMIC lineal MODEL._x000D_ _x000D_ RIŻULTATI RIŻULTATI GĦANDHOM MINIMO ta’ 30 PUBBLIKA F’REŻJONIJIET INTERNAZZJONALI jew IMPATT GĦOLJA, U RIŻULTATI F’diversi CONGRESS INTERNAZZJONALI. (Maltese) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
MŪSU MĒRĶIS IR IZPĒTĪT DAŽĀDUS DINAMISKOS JĒDZIENUS (GALVENOKĀRT SAISTĪBĀ AR HAOSU) OPERATORIEM UN OPERATORU PUSGRUPĀM BEZGALĪGAS DIMENSIJAS TELPĀS, KĀ ARĪ NELINEĀRĀS SISTĒMĀS. PRECĪZĀK, MĒS STRĀDĀSIM PIE: _x000D_ _x000D_ (1) DINAMIC OF C_0-pusgrupas UN PIETEIKUMI, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (un DIFFERENCES) frakcionālas, _x000D_ _x000D_ (3) CAOS LI-YORKE UN CAOS izplatīšanas, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) ATKĀRTOŠANA OPERATORU DINAMIKĀ, _x000D_ _x000D_ (6) M-izometrija DINAMIC, _x000D_ _x000D_ (7) Citas topoloģiskās UN TĒRĶIJAS PROPERTIJA LINE DINAMIC, _x000D_ _x000D_ (8) NĒ lineālo DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS UN Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS WE ir MINIMO 30 PUBLICĀCIJAS INTERNATIONAL MEDIA VAI IMPACT REVIEWS, UN RESULTS INTERNATIONAL CONGRESS daudzveidība. (Latvian)
Property / summary: MŪSU MĒRĶIS IR IZPĒTĪT DAŽĀDUS DINAMISKOS JĒDZIENUS (GALVENOKĀRT SAISTĪBĀ AR HAOSU) OPERATORIEM UN OPERATORU PUSGRUPĀM BEZGALĪGAS DIMENSIJAS TELPĀS, KĀ ARĪ NELINEĀRĀS SISTĒMĀS. PRECĪZĀK, MĒS STRĀDĀSIM PIE: _x000D_ _x000D_ (1) DINAMIC OF C_0-pusgrupas UN PIETEIKUMI, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (un DIFFERENCES) frakcionālas, _x000D_ _x000D_ (3) CAOS LI-YORKE UN CAOS izplatīšanas, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) ATKĀRTOŠANA OPERATORU DINAMIKĀ, _x000D_ _x000D_ (6) M-izometrija DINAMIC, _x000D_ _x000D_ (7) Citas topoloģiskās UN TĒRĶIJAS PROPERTIJA LINE DINAMIC, _x000D_ _x000D_ (8) NĒ lineālo DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS UN Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS WE ir MINIMO 30 PUBLICĀCIJAS INTERNATIONAL MEDIA VAI IMPACT REVIEWS, UN RESULTS INTERNATIONAL CONGRESS daudzveidība. (Latvian) / rank
 
Normal rank
Property / summary: MŪSU MĒRĶIS IR IZPĒTĪT DAŽĀDUS DINAMISKOS JĒDZIENUS (GALVENOKĀRT SAISTĪBĀ AR HAOSU) OPERATORIEM UN OPERATORU PUSGRUPĀM BEZGALĪGAS DIMENSIJAS TELPĀS, KĀ ARĪ NELINEĀRĀS SISTĒMĀS. PRECĪZĀK, MĒS STRĀDĀSIM PIE: _x000D_ _x000D_ (1) DINAMIC OF C_0-pusgrupas UN PIETEIKUMI, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (un DIFFERENCES) frakcionālas, _x000D_ _x000D_ (3) CAOS LI-YORKE UN CAOS izplatīšanas, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) ATKĀRTOŠANA OPERATORU DINAMIKĀ, _x000D_ _x000D_ (6) M-izometrija DINAMIC, _x000D_ _x000D_ (7) Citas topoloģiskās UN TĒRĶIJAS PROPERTIJA LINE DINAMIC, _x000D_ _x000D_ (8) NĒ lineālo DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS UN Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS WE ir MINIMO 30 PUBLICĀCIJAS INTERNATIONAL MEDIA VAI IMPACT REVIEWS, UN RESULTS INTERNATIONAL CONGRESS daudzveidība. (Latvian) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
NAŠÍM CIEĽOM JE PRESKÚMAŤ RÔZNE DYNAMICKÉ POJMY (NAJMÄ SÚVISIACE S CHAOSOM) PRE OPERÁTOROV A POLOSKUPÍN OPERÁTOROV V NEKONEČNÝCH ROZMEROVÝCH PRIESTOROCH, AKO AJ V NELINEÁRNYCH SYSTÉMOCH. ABY SME BOLI PRESNEJŠÍ, BUDEME PRACOVAŤ NA: _x000D_ _x000D_ (1) DINAMICKÉ OD C_0-poloskupín a APPLIKÁCIE, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (a IN DIFFERENCES) zlomkové, _x000D_ _x000D_ (3) CAOS LI-YORKE A CAOS distribučné, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY A Vesmírnosť, _x000D_ _x000D_ (5) REZERÁCIA v DINAMICKE OPERATOROV, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Iná topologická a TERÚRA PROPERTY MEASURE IN LINE DINAMIC, _x000D_ _x000D_ (8) ŽIADNA lineárna DINAMIC, Y _x000D_ _x000D_ (9) NUMERICKÝ ANALISIS A Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS WE ALEBO MINIMÁCIE 30 PUBLIKÁCIE V INTERNATIONAL MEDIA ALEBO HIGH IMPACT REVIEW A VÝSLEDKY V INTERNATIONAL CONGRESS rozmanitých. (Slovak)
Property / summary: NAŠÍM CIEĽOM JE PRESKÚMAŤ RÔZNE DYNAMICKÉ POJMY (NAJMÄ SÚVISIACE S CHAOSOM) PRE OPERÁTOROV A POLOSKUPÍN OPERÁTOROV V NEKONEČNÝCH ROZMEROVÝCH PRIESTOROCH, AKO AJ V NELINEÁRNYCH SYSTÉMOCH. ABY SME BOLI PRESNEJŠÍ, BUDEME PRACOVAŤ NA: _x000D_ _x000D_ (1) DINAMICKÉ OD C_0-poloskupín a APPLIKÁCIE, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (a IN DIFFERENCES) zlomkové, _x000D_ _x000D_ (3) CAOS LI-YORKE A CAOS distribučné, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY A Vesmírnosť, _x000D_ _x000D_ (5) REZERÁCIA v DINAMICKE OPERATOROV, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Iná topologická a TERÚRA PROPERTY MEASURE IN LINE DINAMIC, _x000D_ _x000D_ (8) ŽIADNA lineárna DINAMIC, Y _x000D_ _x000D_ (9) NUMERICKÝ ANALISIS A Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS WE ALEBO MINIMÁCIE 30 PUBLIKÁCIE V INTERNATIONAL MEDIA ALEBO HIGH IMPACT REVIEW A VÝSLEDKY V INTERNATIONAL CONGRESS rozmanitých. (Slovak) / rank
 
Normal rank
Property / summary: NAŠÍM CIEĽOM JE PRESKÚMAŤ RÔZNE DYNAMICKÉ POJMY (NAJMÄ SÚVISIACE S CHAOSOM) PRE OPERÁTOROV A POLOSKUPÍN OPERÁTOROV V NEKONEČNÝCH ROZMEROVÝCH PRIESTOROCH, AKO AJ V NELINEÁRNYCH SYSTÉMOCH. ABY SME BOLI PRESNEJŠÍ, BUDEME PRACOVAŤ NA: _x000D_ _x000D_ (1) DINAMICKÉ OD C_0-poloskupín a APPLIKÁCIE, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (a IN DIFFERENCES) zlomkové, _x000D_ _x000D_ (3) CAOS LI-YORKE A CAOS distribučné, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY A Vesmírnosť, _x000D_ _x000D_ (5) REZERÁCIA v DINAMICKE OPERATOROV, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Iná topologická a TERÚRA PROPERTY MEASURE IN LINE DINAMIC, _x000D_ _x000D_ (8) ŽIADNA lineárna DINAMIC, Y _x000D_ _x000D_ (9) NUMERICKÝ ANALISIS A Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS WE ALEBO MINIMÁCIE 30 PUBLIKÁCIE V INTERNATIONAL MEDIA ALEBO HIGH IMPACT REVIEW A VÝSLEDKY V INTERNATIONAL CONGRESS rozmanitých. (Slovak) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
IS É ÁR GCUSPÓIR CHUN IMSCRÚDÚ A DHÉANAMH AR NÓISIN DINIMICIÚIL ÉAGSÚLA (A BHAINEANN GO PRÍOMHA LE CHAOS) D’OIBREOIRÍ AGUS LEATH-GHRÚPAÍ NA N-OIBREOIRÍ I SPÁSANNA GNÉ GAN TEORAINN, AGUS FREISIN I GCÓRAIS NONLINEAR. LE BHEITH NÍOS BEAICHTE, OIBREOIMID AR NA NITHE SEO A LEANAS: _x000D_ _x000D_ (1) DINAMICT OF C_0-leathghrúpaí agus iarratais, _x000D_ _x000D_ (2) DINAMICIÚ NA n-Earnálacha C_0 (agus in DIFFERCES) codánach, _x000D_ _x000D_ (3) CAOS LI-Yorke agus CAOS dáileadh, _x000D_ _x000D_ (4) LINEABILITY, ALBRABILITY and SPACEBITY, _x000D_ _x000D_ (5) atá i ndíthriail na n-oibríochtaí, _x000D_x000D_ (6) _x000D_ _x000D_ (8) Níl aon DINAMIC lineal, Y _x000D_ _x000D_ (9) _ _x000D_ _ _x000D_ _ _x000D_ _ _x000D_ _x000D_ _x000D_ _ _x000D_ (9) AINMIÚCHÁIN IMEACHTAÍ IDIRNÁISIÚNTA NÁISIÚNTA IMEACHTAÍ IDIRNÁISIÚNTA, agus TORTHAÍ IDIRNÁISIÚLACHA IDIRNÁISIÚLACHA. (Irish)
Property / summary: IS É ÁR GCUSPÓIR CHUN IMSCRÚDÚ A DHÉANAMH AR NÓISIN DINIMICIÚIL ÉAGSÚLA (A BHAINEANN GO PRÍOMHA LE CHAOS) D’OIBREOIRÍ AGUS LEATH-GHRÚPAÍ NA N-OIBREOIRÍ I SPÁSANNA GNÉ GAN TEORAINN, AGUS FREISIN I GCÓRAIS NONLINEAR. LE BHEITH NÍOS BEAICHTE, OIBREOIMID AR NA NITHE SEO A LEANAS: _x000D_ _x000D_ (1) DINAMICT OF C_0-leathghrúpaí agus iarratais, _x000D_ _x000D_ (2) DINAMICIÚ NA n-Earnálacha C_0 (agus in DIFFERCES) codánach, _x000D_ _x000D_ (3) CAOS LI-Yorke agus CAOS dáileadh, _x000D_ _x000D_ (4) LINEABILITY, ALBRABILITY and SPACEBITY, _x000D_ _x000D_ (5) atá i ndíthriail na n-oibríochtaí, _x000D_x000D_ (6) _x000D_ _x000D_ (8) Níl aon DINAMIC lineal, Y _x000D_ _x000D_ (9) _ _x000D_ _ _x000D_ _ _x000D_ _ _x000D_ _x000D_ _x000D_ _ _x000D_ (9) AINMIÚCHÁIN IMEACHTAÍ IDIRNÁISIÚNTA NÁISIÚNTA IMEACHTAÍ IDIRNÁISIÚNTA, agus TORTHAÍ IDIRNÁISIÚLACHA IDIRNÁISIÚLACHA. (Irish) / rank
 
Normal rank
Property / summary: IS É ÁR GCUSPÓIR CHUN IMSCRÚDÚ A DHÉANAMH AR NÓISIN DINIMICIÚIL ÉAGSÚLA (A BHAINEANN GO PRÍOMHA LE CHAOS) D’OIBREOIRÍ AGUS LEATH-GHRÚPAÍ NA N-OIBREOIRÍ I SPÁSANNA GNÉ GAN TEORAINN, AGUS FREISIN I GCÓRAIS NONLINEAR. LE BHEITH NÍOS BEAICHTE, OIBREOIMID AR NA NITHE SEO A LEANAS: _x000D_ _x000D_ (1) DINAMICT OF C_0-leathghrúpaí agus iarratais, _x000D_ _x000D_ (2) DINAMICIÚ NA n-Earnálacha C_0 (agus in DIFFERCES) codánach, _x000D_ _x000D_ (3) CAOS LI-Yorke agus CAOS dáileadh, _x000D_ _x000D_ (4) LINEABILITY, ALBRABILITY and SPACEBITY, _x000D_ _x000D_ (5) atá i ndíthriail na n-oibríochtaí, _x000D_x000D_ (6) _x000D_ _x000D_ (8) Níl aon DINAMIC lineal, Y _x000D_ _x000D_ (9) _ _x000D_ _ _x000D_ _ _x000D_ _ _x000D_ _x000D_ _x000D_ _ _x000D_ (9) AINMIÚCHÁIN IMEACHTAÍ IDIRNÁISIÚNTA NÁISIÚNTA IMEACHTAÍ IDIRNÁISIÚNTA, agus TORTHAÍ IDIRNÁISIÚLACHA IDIRNÁISIÚLACHA. (Irish) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
NAŠÍM CÍLEM JE PROZKOUMAT RŮZNÉ DYNAMICKÉ POJMY (ZEJMÉNA SOUVISEJÍCÍ S CHAOSEM) PRO OPERÁTORY A POLOSKUPINY OPERÁTORŮ V NEKONEČNĚ DIMENZOVANÝCH PROSTORECH A TAKÉ V NELINEÁRNÍCH SYSTÉMECH. ABYCHOM BYLI PŘESNĚJŠÍ, BUDEME PRACOVAT NA: _x000D_ _x000D_ (1) DINAMICKÉ ZAŘÍZENÍ C_0-semiskupin A POŽADAVKŮ, _x000D_ _x000D_ (2) DINAMICKÉ DIFFERENTIÁLNÍ EcuACE (a v DIFFERENCES) frakční, _x000D_ _x000D_ _x000D_ (3) CAOS LI-YORKE A CAOS distribuce, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY A Spacebility, _x000D_ _x000D_ (5) RECURRENT V DINAMIC OPERATORS, _x000D_ _x000D_ (6) M-isometrie DINAMIC, _x000D_ _x000D_ (7) Jiné topologické a tepelné PROPERTY MEASURE INLINE DINAMIC, _x000D_ _x000D_ (8) Žádné liniové DINAMIC, Y _x000D_ _x000D_ (9) NUMERICKÉ ANALIZACE A Simulacionace DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS JSOU MINIMO 30 PUBLIKACE V INTERNATIONAL MEDIA nebo HIGH IMPACT REVIEWS, A výsledky V INTERNATIONAL CONGRESS různorodosti. (Czech)
Property / summary: NAŠÍM CÍLEM JE PROZKOUMAT RŮZNÉ DYNAMICKÉ POJMY (ZEJMÉNA SOUVISEJÍCÍ S CHAOSEM) PRO OPERÁTORY A POLOSKUPINY OPERÁTORŮ V NEKONEČNĚ DIMENZOVANÝCH PROSTORECH A TAKÉ V NELINEÁRNÍCH SYSTÉMECH. ABYCHOM BYLI PŘESNĚJŠÍ, BUDEME PRACOVAT NA: _x000D_ _x000D_ (1) DINAMICKÉ ZAŘÍZENÍ C_0-semiskupin A POŽADAVKŮ, _x000D_ _x000D_ (2) DINAMICKÉ DIFFERENTIÁLNÍ EcuACE (a v DIFFERENCES) frakční, _x000D_ _x000D_ _x000D_ (3) CAOS LI-YORKE A CAOS distribuce, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY A Spacebility, _x000D_ _x000D_ (5) RECURRENT V DINAMIC OPERATORS, _x000D_ _x000D_ (6) M-isometrie DINAMIC, _x000D_ _x000D_ (7) Jiné topologické a tepelné PROPERTY MEASURE INLINE DINAMIC, _x000D_ _x000D_ (8) Žádné liniové DINAMIC, Y _x000D_ _x000D_ (9) NUMERICKÉ ANALIZACE A Simulacionace DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS JSOU MINIMO 30 PUBLIKACE V INTERNATIONAL MEDIA nebo HIGH IMPACT REVIEWS, A výsledky V INTERNATIONAL CONGRESS různorodosti. (Czech) / rank
 
Normal rank
Property / summary: NAŠÍM CÍLEM JE PROZKOUMAT RŮZNÉ DYNAMICKÉ POJMY (ZEJMÉNA SOUVISEJÍCÍ S CHAOSEM) PRO OPERÁTORY A POLOSKUPINY OPERÁTORŮ V NEKONEČNĚ DIMENZOVANÝCH PROSTORECH A TAKÉ V NELINEÁRNÍCH SYSTÉMECH. ABYCHOM BYLI PŘESNĚJŠÍ, BUDEME PRACOVAT NA: _x000D_ _x000D_ (1) DINAMICKÉ ZAŘÍZENÍ C_0-semiskupin A POŽADAVKŮ, _x000D_ _x000D_ (2) DINAMICKÉ DIFFERENTIÁLNÍ EcuACE (a v DIFFERENCES) frakční, _x000D_ _x000D_ _x000D_ (3) CAOS LI-YORKE A CAOS distribuce, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY A Spacebility, _x000D_ _x000D_ (5) RECURRENT V DINAMIC OPERATORS, _x000D_ _x000D_ (6) M-isometrie DINAMIC, _x000D_ _x000D_ (7) Jiné topologické a tepelné PROPERTY MEASURE INLINE DINAMIC, _x000D_ _x000D_ (8) Žádné liniové DINAMIC, Y _x000D_ _x000D_ (9) NUMERICKÉ ANALIZACE A Simulacionace DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS JSOU MINIMO 30 PUBLIKACE V INTERNATIONAL MEDIA nebo HIGH IMPACT REVIEWS, A výsledky V INTERNATIONAL CONGRESS různorodosti. (Czech) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
O nosso objectivo é investigar diferentes noções dinâmicas (principalmente relacionadas com o caos) para operadores e grupos de operadores em espaços de dimensão infinita, e também em sistemas não lineares. Para ser mais preciso, vamos trabalhar em: _x000D_ _x000D_ (1) DINÂMICA DE C_0-semigrupos E APLICAÇÕES, _x000D_ _x000D_ (2) DINÂMICA DE EcuAÇÕES DIFERENTES (e EM DIFERENÇAS) fraccionadas, _x000D_ _x000D_ (3) CAOS LI-YORKE E CAOS distributiva, _x000D_ _x000D_ (4) LINEABILIDADE, ALGEBRABILIDADE E ESPACEBILIDADE, _x000D_ _x000D_ (5) RECURRENTE NA DINÂMICA DE OPERADORES, _x000D_ _x000D_ (6) M-isometria DINÂMICA, _x000D_ _x000D_ (7) Outra PROPOLOGIA TOPOLOGICA E THEORYPERTY DE MEDIDAS EM LINÂMICA, _x000D_ _x000D_ _x000D_ (8) NÃO DINÂMICO LINEAL, Y _x000D_ _x000D_ (9) ANÁLISE NUMÉRICA E SIMULAÇÃO DO MODELO LINEAL DINÂMICO._x000D_ _x000D_ Como RESULTADOS, SOMOS UM MINIMO DE 30 PUBLICAÇÕES NOS MEIOS DE COMUNICAÇÃO INTERNACIONAIS OU AVALIAÇÕES DE ALTO IMPACTO, E RESULTADOS NAS DIVERSAS DE CONGRESSO INTERNACIONAIS. (Portuguese)
Property / summary: O nosso objectivo é investigar diferentes noções dinâmicas (principalmente relacionadas com o caos) para operadores e grupos de operadores em espaços de dimensão infinita, e também em sistemas não lineares. Para ser mais preciso, vamos trabalhar em: _x000D_ _x000D_ (1) DINÂMICA DE C_0-semigrupos E APLICAÇÕES, _x000D_ _x000D_ (2) DINÂMICA DE EcuAÇÕES DIFERENTES (e EM DIFERENÇAS) fraccionadas, _x000D_ _x000D_ (3) CAOS LI-YORKE E CAOS distributiva, _x000D_ _x000D_ (4) LINEABILIDADE, ALGEBRABILIDADE E ESPACEBILIDADE, _x000D_ _x000D_ (5) RECURRENTE NA DINÂMICA DE OPERADORES, _x000D_ _x000D_ (6) M-isometria DINÂMICA, _x000D_ _x000D_ (7) Outra PROPOLOGIA TOPOLOGICA E THEORYPERTY DE MEDIDAS EM LINÂMICA, _x000D_ _x000D_ _x000D_ (8) NÃO DINÂMICO LINEAL, Y _x000D_ _x000D_ (9) ANÁLISE NUMÉRICA E SIMULAÇÃO DO MODELO LINEAL DINÂMICO._x000D_ _x000D_ Como RESULTADOS, SOMOS UM MINIMO DE 30 PUBLICAÇÕES NOS MEIOS DE COMUNICAÇÃO INTERNACIONAIS OU AVALIAÇÕES DE ALTO IMPACTO, E RESULTADOS NAS DIVERSAS DE CONGRESSO INTERNACIONAIS. (Portuguese) / rank
 
Normal rank
Property / summary: O nosso objectivo é investigar diferentes noções dinâmicas (principalmente relacionadas com o caos) para operadores e grupos de operadores em espaços de dimensão infinita, e também em sistemas não lineares. Para ser mais preciso, vamos trabalhar em: _x000D_ _x000D_ (1) DINÂMICA DE C_0-semigrupos E APLICAÇÕES, _x000D_ _x000D_ (2) DINÂMICA DE EcuAÇÕES DIFERENTES (e EM DIFERENÇAS) fraccionadas, _x000D_ _x000D_ (3) CAOS LI-YORKE E CAOS distributiva, _x000D_ _x000D_ (4) LINEABILIDADE, ALGEBRABILIDADE E ESPACEBILIDADE, _x000D_ _x000D_ (5) RECURRENTE NA DINÂMICA DE OPERADORES, _x000D_ _x000D_ (6) M-isometria DINÂMICA, _x000D_ _x000D_ (7) Outra PROPOLOGIA TOPOLOGICA E THEORYPERTY DE MEDIDAS EM LINÂMICA, _x000D_ _x000D_ _x000D_ (8) NÃO DINÂMICO LINEAL, Y _x000D_ _x000D_ (9) ANÁLISE NUMÉRICA E SIMULAÇÃO DO MODELO LINEAL DINÂMICO._x000D_ _x000D_ Como RESULTADOS, SOMOS UM MINIMO DE 30 PUBLICAÇÕES NOS MEIOS DE COMUNICAÇÃO INTERNACIONAIS OU AVALIAÇÕES DE ALTO IMPACTO, E RESULTADOS NAS DIVERSAS DE CONGRESSO INTERNACIONAIS. (Portuguese) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
MEIE EESMÄRK ON UURIDA ERINEVAID DÜNAAMILISI MÕISTEID (MIS ON PEAMISELT SEOTUD KAOSEGA) OPERAATORITE JA POOLKONTSERNIDE JAOKS LÕPMATUTES MÕÕTMETES RUUMIDES JA KA MITTELINEAARSETES SÜSTEEMIDES. TÄPSEMALT KÄSITLEME JÄRGMIST: _x000D_ _x000D_ (1) C_0-poolrühmade ja APPLIKATSIOONIDE DINAMIC, _x000D_ _x000D_ (2) DIFFERENTIAL EcuATIONide DINAMIC (ja DIFFERENCESides) murdosa, _x000D_ _x000D_ (3) CAOS LI-YORKE JA CAOS jaotus, _x000D_ (4) lineaarsus, ALGEBRABILITY JA Spacebility, _x000D_ _x000D_ (5) REKURENTID OPERATORIDE DINAMITIS, _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) muu topoloogne ja MINE DINAMIC’i TÖÖPROPERTY, _x000D_ (8) EI lineaalne DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS JA DINAMIC lineal MODEL._x000D_ _x000D_ _x000D_ TULEMUSED ON VÕI MINIMO 30 PUHENDUSED INTERNATIONAL MEDIA VÕI HIGH IMPACT REVIEWS JA TULEMISED IN INTERNATIONAL CONGRESS mitmekesine. (Estonian)
Property / summary: MEIE EESMÄRK ON UURIDA ERINEVAID DÜNAAMILISI MÕISTEID (MIS ON PEAMISELT SEOTUD KAOSEGA) OPERAATORITE JA POOLKONTSERNIDE JAOKS LÕPMATUTES MÕÕTMETES RUUMIDES JA KA MITTELINEAARSETES SÜSTEEMIDES. TÄPSEMALT KÄSITLEME JÄRGMIST: _x000D_ _x000D_ (1) C_0-poolrühmade ja APPLIKATSIOONIDE DINAMIC, _x000D_ _x000D_ (2) DIFFERENTIAL EcuATIONide DINAMIC (ja DIFFERENCESides) murdosa, _x000D_ _x000D_ (3) CAOS LI-YORKE JA CAOS jaotus, _x000D_ (4) lineaarsus, ALGEBRABILITY JA Spacebility, _x000D_ _x000D_ (5) REKURENTID OPERATORIDE DINAMITIS, _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) muu topoloogne ja MINE DINAMIC’i TÖÖPROPERTY, _x000D_ (8) EI lineaalne DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS JA DINAMIC lineal MODEL._x000D_ _x000D_ _x000D_ TULEMUSED ON VÕI MINIMO 30 PUHENDUSED INTERNATIONAL MEDIA VÕI HIGH IMPACT REVIEWS JA TULEMISED IN INTERNATIONAL CONGRESS mitmekesine. (Estonian) / rank
 
Normal rank
Property / summary: MEIE EESMÄRK ON UURIDA ERINEVAID DÜNAAMILISI MÕISTEID (MIS ON PEAMISELT SEOTUD KAOSEGA) OPERAATORITE JA POOLKONTSERNIDE JAOKS LÕPMATUTES MÕÕTMETES RUUMIDES JA KA MITTELINEAARSETES SÜSTEEMIDES. TÄPSEMALT KÄSITLEME JÄRGMIST: _x000D_ _x000D_ (1) C_0-poolrühmade ja APPLIKATSIOONIDE DINAMIC, _x000D_ _x000D_ (2) DIFFERENTIAL EcuATIONide DINAMIC (ja DIFFERENCESides) murdosa, _x000D_ _x000D_ (3) CAOS LI-YORKE JA CAOS jaotus, _x000D_ (4) lineaarsus, ALGEBRABILITY JA Spacebility, _x000D_ _x000D_ (5) REKURENTID OPERATORIDE DINAMITIS, _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) muu topoloogne ja MINE DINAMIC’i TÖÖPROPERTY, _x000D_ (8) EI lineaalne DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS JA DINAMIC lineal MODEL._x000D_ _x000D_ _x000D_ TULEMUSED ON VÕI MINIMO 30 PUHENDUSED INTERNATIONAL MEDIA VÕI HIGH IMPACT REVIEWS JA TULEMISED IN INTERNATIONAL CONGRESS mitmekesine. (Estonian) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
CÉLUNK A KÜLÖNBÖZŐ DINAMIKUS (FŐKÉNT A KÁOSZHOZ KAPCSOLÓDÓ) FOGALMAK VIZSGÁLATA A VÉGTELEN DIMENZIÓS TEREKBEN, VALAMINT A NEMLINEÁRIS RENDSZEREKBEN MŰKÖDŐ OPERÁTOROK ÉS FÉLCSOPORTOK SZÁMÁRA. HOGY PONTOSABBAK LEGYÜNK, A KÖVETKEZŐKÖN FOGUNK DOLGOZNI: _x000D_ _x000D_ (1) A C_0-féli-csoport ÉS APPLIKÁCIÓK DINAMIKuma, _x000D_ _x000D_ (2) DINAMIC OF DINAMIC OF DIFERENTIAL EcuATIONS (és a DIFFERENCES-ben) frakcionált, _x000D_ _x000D_ (3) CAOS LI-YORKE ÉS CAOS disztribúció, _x000D_ _x000D_ (4) vonalazhatóság, ALGEBRABILITY ÉS Térbelibilitás, _x000D_ _x000D_ (5) A VÉGREHAJTÓK DINAMIKÁBAN RECURRENT INFORMÁCIÓK, _x000D_ _x000D_ (6) M-izoometria DINAMIC, _x000D_ _x000D_ (7) Egyéb topológiai és THEORY PROPERTY of MEASURE in LINE DINAMIC, _x000D_ _x000D_ (8) Nincs vonalbeli DINAMIC, Y _x000D_ _x000D_ (9) A DINAMIC vonal MODEL-jének NUMERIC ANALISIS ÉS Simulacionálása._x000D_ _x000D_ Amint az eredmények 30 NEMZETKÖZI MINIMO-t tartalmaznak a nemzetközi MEDIA VAGY MIGH IMPACT REVIEWS-ben, ÉS az INTERNATIONAL CONGRESS-ben keletkezett eredmények. (Hungarian)
Property / summary: CÉLUNK A KÜLÖNBÖZŐ DINAMIKUS (FŐKÉNT A KÁOSZHOZ KAPCSOLÓDÓ) FOGALMAK VIZSGÁLATA A VÉGTELEN DIMENZIÓS TEREKBEN, VALAMINT A NEMLINEÁRIS RENDSZEREKBEN MŰKÖDŐ OPERÁTOROK ÉS FÉLCSOPORTOK SZÁMÁRA. HOGY PONTOSABBAK LEGYÜNK, A KÖVETKEZŐKÖN FOGUNK DOLGOZNI: _x000D_ _x000D_ (1) A C_0-féli-csoport ÉS APPLIKÁCIÓK DINAMIKuma, _x000D_ _x000D_ (2) DINAMIC OF DINAMIC OF DIFERENTIAL EcuATIONS (és a DIFFERENCES-ben) frakcionált, _x000D_ _x000D_ (3) CAOS LI-YORKE ÉS CAOS disztribúció, _x000D_ _x000D_ (4) vonalazhatóság, ALGEBRABILITY ÉS Térbelibilitás, _x000D_ _x000D_ (5) A VÉGREHAJTÓK DINAMIKÁBAN RECURRENT INFORMÁCIÓK, _x000D_ _x000D_ (6) M-izoometria DINAMIC, _x000D_ _x000D_ (7) Egyéb topológiai és THEORY PROPERTY of MEASURE in LINE DINAMIC, _x000D_ _x000D_ (8) Nincs vonalbeli DINAMIC, Y _x000D_ _x000D_ (9) A DINAMIC vonal MODEL-jének NUMERIC ANALISIS ÉS Simulacionálása._x000D_ _x000D_ Amint az eredmények 30 NEMZETKÖZI MINIMO-t tartalmaznak a nemzetközi MEDIA VAGY MIGH IMPACT REVIEWS-ben, ÉS az INTERNATIONAL CONGRESS-ben keletkezett eredmények. (Hungarian) / rank
 
Normal rank
Property / summary: CÉLUNK A KÜLÖNBÖZŐ DINAMIKUS (FŐKÉNT A KÁOSZHOZ KAPCSOLÓDÓ) FOGALMAK VIZSGÁLATA A VÉGTELEN DIMENZIÓS TEREKBEN, VALAMINT A NEMLINEÁRIS RENDSZEREKBEN MŰKÖDŐ OPERÁTOROK ÉS FÉLCSOPORTOK SZÁMÁRA. HOGY PONTOSABBAK LEGYÜNK, A KÖVETKEZŐKÖN FOGUNK DOLGOZNI: _x000D_ _x000D_ (1) A C_0-féli-csoport ÉS APPLIKÁCIÓK DINAMIKuma, _x000D_ _x000D_ (2) DINAMIC OF DINAMIC OF DIFERENTIAL EcuATIONS (és a DIFFERENCES-ben) frakcionált, _x000D_ _x000D_ (3) CAOS LI-YORKE ÉS CAOS disztribúció, _x000D_ _x000D_ (4) vonalazhatóság, ALGEBRABILITY ÉS Térbelibilitás, _x000D_ _x000D_ (5) A VÉGREHAJTÓK DINAMIKÁBAN RECURRENT INFORMÁCIÓK, _x000D_ _x000D_ (6) M-izoometria DINAMIC, _x000D_ _x000D_ (7) Egyéb topológiai és THEORY PROPERTY of MEASURE in LINE DINAMIC, _x000D_ _x000D_ (8) Nincs vonalbeli DINAMIC, Y _x000D_ _x000D_ (9) A DINAMIC vonal MODEL-jének NUMERIC ANALISIS ÉS Simulacionálása._x000D_ _x000D_ Amint az eredmények 30 NEMZETKÖZI MINIMO-t tartalmaznak a nemzetközi MEDIA VAGY MIGH IMPACT REVIEWS-ben, ÉS az INTERNATIONAL CONGRESS-ben keletkezett eredmények. (Hungarian) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
НАШАТА ЦЕЛ Е ДА ПРОУЧИМ РАЗЛИЧНИ ДИНАМИЧНИ ПОНЯТИЯ (ГЛАВНО СВЪРЗАНИ С ХАОСА) ЗА ОПЕРАТОРИ И ПОЛУГРУПИ ОТ ОПЕРАТОРИ В БЕЗКРАЙНИ ПРОСТРАНСТВА, А СЪЩО И В НЕЛИНЕЙНИ СИСТЕМИ. ЗА ДА БЪДЕМ ПО-ТОЧНИ, ЩЕ РАБОТИМ ВЪРХУ: _x000D_ _x000D_ (1) Динамика от C_0-полугрупи И ПРИЛОЖЕНИЯ, _x000D_ _x000D_ (2) Динамика на диференциални екуации (и в диференциални) фракционни, _x000D_ _x000D_ (3) CAOS LI-YORKE И CAOS разпределение, _x000D_ _x000D_ (4) подвижност, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) RECURRENT В Динамика на ОПЕРАТОРИТЕ, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Други топологични И ТЕОРНИ ПРОПЕРТИИ НА МИСУРНОСТ В ЛИНАМИЧЕСКИ, _x000D_ _x000D_ (8) No lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS AND Simulacion OF THE DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS Ние сме МИНИМО НА 30 ПУБЛИКАЦИИ В Интернационална Медия И РЕЗУЛТИ В МЕДИА. (Bulgarian)
Property / summary: НАШАТА ЦЕЛ Е ДА ПРОУЧИМ РАЗЛИЧНИ ДИНАМИЧНИ ПОНЯТИЯ (ГЛАВНО СВЪРЗАНИ С ХАОСА) ЗА ОПЕРАТОРИ И ПОЛУГРУПИ ОТ ОПЕРАТОРИ В БЕЗКРАЙНИ ПРОСТРАНСТВА, А СЪЩО И В НЕЛИНЕЙНИ СИСТЕМИ. ЗА ДА БЪДЕМ ПО-ТОЧНИ, ЩЕ РАБОТИМ ВЪРХУ: _x000D_ _x000D_ (1) Динамика от C_0-полугрупи И ПРИЛОЖЕНИЯ, _x000D_ _x000D_ (2) Динамика на диференциални екуации (и в диференциални) фракционни, _x000D_ _x000D_ (3) CAOS LI-YORKE И CAOS разпределение, _x000D_ _x000D_ (4) подвижност, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) RECURRENT В Динамика на ОПЕРАТОРИТЕ, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Други топологични И ТЕОРНИ ПРОПЕРТИИ НА МИСУРНОСТ В ЛИНАМИЧЕСКИ, _x000D_ _x000D_ (8) No lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS AND Simulacion OF THE DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS Ние сме МИНИМО НА 30 ПУБЛИКАЦИИ В Интернационална Медия И РЕЗУЛТИ В МЕДИА. (Bulgarian) / rank
 
Normal rank
Property / summary: НАШАТА ЦЕЛ Е ДА ПРОУЧИМ РАЗЛИЧНИ ДИНАМИЧНИ ПОНЯТИЯ (ГЛАВНО СВЪРЗАНИ С ХАОСА) ЗА ОПЕРАТОРИ И ПОЛУГРУПИ ОТ ОПЕРАТОРИ В БЕЗКРАЙНИ ПРОСТРАНСТВА, А СЪЩО И В НЕЛИНЕЙНИ СИСТЕМИ. ЗА ДА БЪДЕМ ПО-ТОЧНИ, ЩЕ РАБОТИМ ВЪРХУ: _x000D_ _x000D_ (1) Динамика от C_0-полугрупи И ПРИЛОЖЕНИЯ, _x000D_ _x000D_ (2) Динамика на диференциални екуации (и в диференциални) фракционни, _x000D_ _x000D_ (3) CAOS LI-YORKE И CAOS разпределение, _x000D_ _x000D_ (4) подвижност, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) RECURRENT В Динамика на ОПЕРАТОРИТЕ, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Други топологични И ТЕОРНИ ПРОПЕРТИИ НА МИСУРНОСТ В ЛИНАМИЧЕСКИ, _x000D_ _x000D_ (8) No lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS AND Simulacion OF THE DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS Ние сме МИНИМО НА 30 ПУБЛИКАЦИИ В Интернационална Медия И РЕЗУЛТИ В МЕДИА. (Bulgarian) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
MŪSŲ TIKSLAS YRA IŠTIRTI SKIRTINGAS DINAMIŠKAS SĄVOKAS (DAUGIAUSIA SUSIJUSIAS SU CHAOSU) OPERATORIAMS IR PUSIAU OPERATORIŲ GRUPĖMS BEGALINĖSE MATMENŲ ERDVĖSE, TAIP PAT NETIESINĖSE SISTEMOSE. TIKSLIAU TARIANT, DIRBSIME ŠIAIS KLAUSIMAIS: _x000D_ _x000D_ (1) C_0-pusiau grupių IR PAPRINDŲ DINAMIC, _x000D_ _x000D_ (2) DIFFERENTIAL EcuATIONS (ir DIFFERENCES) DINAMIC, _x000D_ _x000D_ (3) CAOS LI-JORKE IR CAOS distributional, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) PRIEŽIŪROS OPERATORŲ DINAMIC, _x000D_ _x000D_ (6) M-izometrija DINAMIC, _x000D_ _x000D_ (7) Kitas topologinis ir teorinis manipuliavimas LINE DINAMIC, _x000D_ _x000D_ (8) Nėra linijinės DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS IR DINAMIC linijinės MODELĖS Simulacionas._x000D_ _x000D_ Kaip RESULTATAI turėjo būti 30 VALDYMO PROJEKTAS INTERNATIONAL MEDIA AR HIGH IMPACT REVIEWS, and RESULTS INERNATIONAL CONGRESS Įvairūs. (Lithuanian)
Property / summary: MŪSŲ TIKSLAS YRA IŠTIRTI SKIRTINGAS DINAMIŠKAS SĄVOKAS (DAUGIAUSIA SUSIJUSIAS SU CHAOSU) OPERATORIAMS IR PUSIAU OPERATORIŲ GRUPĖMS BEGALINĖSE MATMENŲ ERDVĖSE, TAIP PAT NETIESINĖSE SISTEMOSE. TIKSLIAU TARIANT, DIRBSIME ŠIAIS KLAUSIMAIS: _x000D_ _x000D_ (1) C_0-pusiau grupių IR PAPRINDŲ DINAMIC, _x000D_ _x000D_ (2) DIFFERENTIAL EcuATIONS (ir DIFFERENCES) DINAMIC, _x000D_ _x000D_ (3) CAOS LI-JORKE IR CAOS distributional, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) PRIEŽIŪROS OPERATORŲ DINAMIC, _x000D_ _x000D_ (6) M-izometrija DINAMIC, _x000D_ _x000D_ (7) Kitas topologinis ir teorinis manipuliavimas LINE DINAMIC, _x000D_ _x000D_ (8) Nėra linijinės DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS IR DINAMIC linijinės MODELĖS Simulacionas._x000D_ _x000D_ Kaip RESULTATAI turėjo būti 30 VALDYMO PROJEKTAS INTERNATIONAL MEDIA AR HIGH IMPACT REVIEWS, and RESULTS INERNATIONAL CONGRESS Įvairūs. (Lithuanian) / rank
 
Normal rank
Property / summary: MŪSŲ TIKSLAS YRA IŠTIRTI SKIRTINGAS DINAMIŠKAS SĄVOKAS (DAUGIAUSIA SUSIJUSIAS SU CHAOSU) OPERATORIAMS IR PUSIAU OPERATORIŲ GRUPĖMS BEGALINĖSE MATMENŲ ERDVĖSE, TAIP PAT NETIESINĖSE SISTEMOSE. TIKSLIAU TARIANT, DIRBSIME ŠIAIS KLAUSIMAIS: _x000D_ _x000D_ (1) C_0-pusiau grupių IR PAPRINDŲ DINAMIC, _x000D_ _x000D_ (2) DIFFERENTIAL EcuATIONS (ir DIFFERENCES) DINAMIC, _x000D_ _x000D_ (3) CAOS LI-JORKE IR CAOS distributional, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) PRIEŽIŪROS OPERATORŲ DINAMIC, _x000D_ _x000D_ (6) M-izometrija DINAMIC, _x000D_ _x000D_ (7) Kitas topologinis ir teorinis manipuliavimas LINE DINAMIC, _x000D_ _x000D_ (8) Nėra linijinės DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS IR DINAMIC linijinės MODELĖS Simulacionas._x000D_ _x000D_ Kaip RESULTATAI turėjo būti 30 VALDYMO PROJEKTAS INTERNATIONAL MEDIA AR HIGH IMPACT REVIEWS, and RESULTS INERNATIONAL CONGRESS Įvairūs. (Lithuanian) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
NAŠA JE SVRHA ISTRAŽITI RAZLIČITE DINAMIČKE POJMOVE (UGLAVNOM POVEZANE S KAOSOM) ZA OPERATORE I POLUGRUPE OPERATERA U BESKONAČNIM PROSTORIMA DIMENZIJA, KAO I U NELINEARNIM SUSTAVIMA. TOČNIJE, RADIT ĆEMO NA: _x000D_ _x000D_ (1) DINAMIC C_0-polu-grupe I PRIMJENE, _x000D_ _x000D_ (2) DINAMIC DINAFERENTIAL EcuATIONS (i u DIFFERENCES) frakcijski, _x000D_ _x000D_ (3) CAOS LI-YORKE I CAOS distribucija, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY I Spacebility, _x000D_ _x000D_ (5) REZERENT U DINAMICI OPERATORA, _x000D_ _x000D_ (6) M-izometrija DINAMIC, _x000D_ _x000D_ (7) Ostali topološki I teoretski PROPERTY MJERE U LINE DINAMIC, _x000D_ _x000D_ (8) Nema linijskog DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALIZA I Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS We Are a MINIMO of 30 PUBLICATIONS IN INTERNATIONAL MEDIA ILI HIGH UMPACT REVIEWS, I RESULTS in INTERNATIONAL CONGRESS raznoliki. (Croatian)
Property / summary: NAŠA JE SVRHA ISTRAŽITI RAZLIČITE DINAMIČKE POJMOVE (UGLAVNOM POVEZANE S KAOSOM) ZA OPERATORE I POLUGRUPE OPERATERA U BESKONAČNIM PROSTORIMA DIMENZIJA, KAO I U NELINEARNIM SUSTAVIMA. TOČNIJE, RADIT ĆEMO NA: _x000D_ _x000D_ (1) DINAMIC C_0-polu-grupe I PRIMJENE, _x000D_ _x000D_ (2) DINAMIC DINAFERENTIAL EcuATIONS (i u DIFFERENCES) frakcijski, _x000D_ _x000D_ (3) CAOS LI-YORKE I CAOS distribucija, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY I Spacebility, _x000D_ _x000D_ (5) REZERENT U DINAMICI OPERATORA, _x000D_ _x000D_ (6) M-izometrija DINAMIC, _x000D_ _x000D_ (7) Ostali topološki I teoretski PROPERTY MJERE U LINE DINAMIC, _x000D_ _x000D_ (8) Nema linijskog DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALIZA I Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS We Are a MINIMO of 30 PUBLICATIONS IN INTERNATIONAL MEDIA ILI HIGH UMPACT REVIEWS, I RESULTS in INTERNATIONAL CONGRESS raznoliki. (Croatian) / rank
 
Normal rank
Property / summary: NAŠA JE SVRHA ISTRAŽITI RAZLIČITE DINAMIČKE POJMOVE (UGLAVNOM POVEZANE S KAOSOM) ZA OPERATORE I POLUGRUPE OPERATERA U BESKONAČNIM PROSTORIMA DIMENZIJA, KAO I U NELINEARNIM SUSTAVIMA. TOČNIJE, RADIT ĆEMO NA: _x000D_ _x000D_ (1) DINAMIC C_0-polu-grupe I PRIMJENE, _x000D_ _x000D_ (2) DINAMIC DINAFERENTIAL EcuATIONS (i u DIFFERENCES) frakcijski, _x000D_ _x000D_ (3) CAOS LI-YORKE I CAOS distribucija, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY I Spacebility, _x000D_ _x000D_ (5) REZERENT U DINAMICI OPERATORA, _x000D_ _x000D_ (6) M-izometrija DINAMIC, _x000D_ _x000D_ (7) Ostali topološki I teoretski PROPERTY MJERE U LINE DINAMIC, _x000D_ _x000D_ (8) Nema linijskog DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALIZA I Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS We Are a MINIMO of 30 PUBLICATIONS IN INTERNATIONAL MEDIA ILI HIGH UMPACT REVIEWS, I RESULTS in INTERNATIONAL CONGRESS raznoliki. (Croatian) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
VÅRT SYFTE ÄR ATT UNDERSÖKA OLIKA DYNAMISKA BEGREPP (FRÄMST RELATERADE TILL KAOS) FÖR OPERATÖRER OCH SEMIGRUPPER AV OPERATÖRER I OÄNDLIGA DIMENSIONER, OCH ÄVEN I ICKE-LINJÄRA SYSTEM. FÖR ATT VARA MER EXAKT KOMMER VI ATT ARBETA MED FÖLJANDE: _x000D_ _x000D_ (1) DINAMIC OF C_0-semigrupper OCH APPLICATIONER, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (och I DIFFERENCES) fraktionerad, _x000D_ _x000D_ (3) CAOS LI-YORKE OCH CAOS distributionsform, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY OCH Spacebilitet, _x000D_ _x000D_ (5) RECURRENT IN THE DINAMIC OF OPERATORS, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Annan topologiskt OCH DETT ÖVERSÄTTNING I LINE DINAMIC, _x000D_ _x000D_ (8) No lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS OCH Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ SOM RESULTAT VI ÄR en MINIMO AV 30 PUBLICATIONER I INTERNATIONAL MEDIA ELLER HÖGA IMPACT REVIEWS, OCH RESULTER I INTERNATIONAL CONGRESS diverses. (Swedish)
Property / summary: VÅRT SYFTE ÄR ATT UNDERSÖKA OLIKA DYNAMISKA BEGREPP (FRÄMST RELATERADE TILL KAOS) FÖR OPERATÖRER OCH SEMIGRUPPER AV OPERATÖRER I OÄNDLIGA DIMENSIONER, OCH ÄVEN I ICKE-LINJÄRA SYSTEM. FÖR ATT VARA MER EXAKT KOMMER VI ATT ARBETA MED FÖLJANDE: _x000D_ _x000D_ (1) DINAMIC OF C_0-semigrupper OCH APPLICATIONER, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (och I DIFFERENCES) fraktionerad, _x000D_ _x000D_ (3) CAOS LI-YORKE OCH CAOS distributionsform, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY OCH Spacebilitet, _x000D_ _x000D_ (5) RECURRENT IN THE DINAMIC OF OPERATORS, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Annan topologiskt OCH DETT ÖVERSÄTTNING I LINE DINAMIC, _x000D_ _x000D_ (8) No lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS OCH Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ SOM RESULTAT VI ÄR en MINIMO AV 30 PUBLICATIONER I INTERNATIONAL MEDIA ELLER HÖGA IMPACT REVIEWS, OCH RESULTER I INTERNATIONAL CONGRESS diverses. (Swedish) / rank
 
Normal rank
Property / summary: VÅRT SYFTE ÄR ATT UNDERSÖKA OLIKA DYNAMISKA BEGREPP (FRÄMST RELATERADE TILL KAOS) FÖR OPERATÖRER OCH SEMIGRUPPER AV OPERATÖRER I OÄNDLIGA DIMENSIONER, OCH ÄVEN I ICKE-LINJÄRA SYSTEM. FÖR ATT VARA MER EXAKT KOMMER VI ATT ARBETA MED FÖLJANDE: _x000D_ _x000D_ (1) DINAMIC OF C_0-semigrupper OCH APPLICATIONER, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (och I DIFFERENCES) fraktionerad, _x000D_ _x000D_ (3) CAOS LI-YORKE OCH CAOS distributionsform, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY OCH Spacebilitet, _x000D_ _x000D_ (5) RECURRENT IN THE DINAMIC OF OPERATORS, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Annan topologiskt OCH DETT ÖVERSÄTTNING I LINE DINAMIC, _x000D_ _x000D_ (8) No lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS OCH Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ SOM RESULTAT VI ÄR en MINIMO AV 30 PUBLICATIONER I INTERNATIONAL MEDIA ELLER HÖGA IMPACT REVIEWS, OCH RESULTER I INTERNATIONAL CONGRESS diverses. (Swedish) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
SCOPUL NOSTRU ESTE DE A INVESTIGA DIFERITE NOȚIUNI DINAMICE (ÎN PRINCIPAL LEGATE DE HAOS) PENTRU OPERATORI ȘI SEMIGRUPURI DE OPERATORI ÎN SPAȚII DE DIMENSIUNI INFINITE, PRECUM ȘI ÎN SISTEME NELINIARE. PENTRU A FI MAI PRECIS, VOM LUCRA LA: _x000D_ _x000D_ (1) DINAMICUL C_0-semi-grupuri ȘI APLICAȚII, _x000D_ _x000D_ (2) DINAMIC DE Ecuații DIFERENTIALE (și ÎN DIFERINȚE) fracționate, _x000D_ _x000D_ (3) CAOS LI-YORKE ȘI CAOS distribuție, _x000D_ _x000D_ (4) liniabilitate, ALGEBRABILITATE ȘI Spaceability, _x000D_ _x000D_ (5) RECURRENT ÎN DINAMICUL OPERATORILOR, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Alte produse topologice și teoretice ale MEASURE ÎN DINAMICUL LINE, _x000D_ _x000D_ (8) Nici un DINAMIC linial, Y _x000D_ _x000D_ (9) NUMERIC ANALIZĂ ȘI Simulacion al MODEL linial DINAMIC._x000D_ _x000D_ AS RESULTE WE SUNT O MINIMO DE 30 PUBLICĂRI ÎN REZULAȚII INTERNAȚIONALE SAU REZULTATEI IMPACTULUI INTERNAȚIONAL, ȘI REZULTURILE ÎN CONGRESS INTERNAȚIONAL divers. (Romanian)
Property / summary: SCOPUL NOSTRU ESTE DE A INVESTIGA DIFERITE NOȚIUNI DINAMICE (ÎN PRINCIPAL LEGATE DE HAOS) PENTRU OPERATORI ȘI SEMIGRUPURI DE OPERATORI ÎN SPAȚII DE DIMENSIUNI INFINITE, PRECUM ȘI ÎN SISTEME NELINIARE. PENTRU A FI MAI PRECIS, VOM LUCRA LA: _x000D_ _x000D_ (1) DINAMICUL C_0-semi-grupuri ȘI APLICAȚII, _x000D_ _x000D_ (2) DINAMIC DE Ecuații DIFERENTIALE (și ÎN DIFERINȚE) fracționate, _x000D_ _x000D_ (3) CAOS LI-YORKE ȘI CAOS distribuție, _x000D_ _x000D_ (4) liniabilitate, ALGEBRABILITATE ȘI Spaceability, _x000D_ _x000D_ (5) RECURRENT ÎN DINAMICUL OPERATORILOR, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Alte produse topologice și teoretice ale MEASURE ÎN DINAMICUL LINE, _x000D_ _x000D_ (8) Nici un DINAMIC linial, Y _x000D_ _x000D_ (9) NUMERIC ANALIZĂ ȘI Simulacion al MODEL linial DINAMIC._x000D_ _x000D_ AS RESULTE WE SUNT O MINIMO DE 30 PUBLICĂRI ÎN REZULAȚII INTERNAȚIONALE SAU REZULTATEI IMPACTULUI INTERNAȚIONAL, ȘI REZULTURILE ÎN CONGRESS INTERNAȚIONAL divers. (Romanian) / rank
 
Normal rank
Property / summary: SCOPUL NOSTRU ESTE DE A INVESTIGA DIFERITE NOȚIUNI DINAMICE (ÎN PRINCIPAL LEGATE DE HAOS) PENTRU OPERATORI ȘI SEMIGRUPURI DE OPERATORI ÎN SPAȚII DE DIMENSIUNI INFINITE, PRECUM ȘI ÎN SISTEME NELINIARE. PENTRU A FI MAI PRECIS, VOM LUCRA LA: _x000D_ _x000D_ (1) DINAMICUL C_0-semi-grupuri ȘI APLICAȚII, _x000D_ _x000D_ (2) DINAMIC DE Ecuații DIFERENTIALE (și ÎN DIFERINȚE) fracționate, _x000D_ _x000D_ (3) CAOS LI-YORKE ȘI CAOS distribuție, _x000D_ _x000D_ (4) liniabilitate, ALGEBRABILITATE ȘI Spaceability, _x000D_ _x000D_ (5) RECURRENT ÎN DINAMICUL OPERATORILOR, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Alte produse topologice și teoretice ale MEASURE ÎN DINAMICUL LINE, _x000D_ _x000D_ (8) Nici un DINAMIC linial, Y _x000D_ _x000D_ (9) NUMERIC ANALIZĂ ȘI Simulacion al MODEL linial DINAMIC._x000D_ _x000D_ AS RESULTE WE SUNT O MINIMO DE 30 PUBLICĂRI ÎN REZULAȚII INTERNAȚIONALE SAU REZULTATEI IMPACTULUI INTERNAȚIONAL, ȘI REZULTURILE ÎN CONGRESS INTERNAȚIONAL divers. (Romanian) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
NAŠ NAMEN JE RAZISKATI RAZLIČNE DINAMIČNE POJME (PREDVSEM POVEZANE Z KAOSOM) ZA OPERATERJE IN POLSKUPINE OPERATERJEV V NESKONČNIH PROSTORIH, PA TUDI V NELINEARNIH SISTEMIH. NATANČNEJE, DELALI BOMO NA NASLEDNJIH PODROČJIH: _x000D_ _x000D_ (1) DINAMIKA C_0-polskupin in APPLIKACIJE, _x000D_ _x000D_ (2) DINAMIKA DRUŽINSKEGA EKUPAJ (in V DRUGIH) frakcijskih, _x000D_ _x000D_ (3) CAOS LI-YORKE IN CAOS distribucijsko, _x000D_ _x000D_ (4) prognostičnost, ALGEBRABILITIJA IN prostorskost, _x000D_ _x000D_ (5) V DINAMIKIH OPERATORJIH, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Drugi topološki IN TEORNI POSTOPKI V LINE DINAMIC, _x000D_ _x000D_ (8) NE linijski DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS IN Simulacion DINAMIC linijskega MODEL._x000D_ _x000D_ AS RESULTS WE ALI MINIMO OF 30 PUBLICATIONS V INTERNATIONAL MEDIA ALI HIGH IMPACT REVIEWS, IN RESULTS V INTERNATIONAL CONGRESS raznolikih. (Slovenian)
Property / summary: NAŠ NAMEN JE RAZISKATI RAZLIČNE DINAMIČNE POJME (PREDVSEM POVEZANE Z KAOSOM) ZA OPERATERJE IN POLSKUPINE OPERATERJEV V NESKONČNIH PROSTORIH, PA TUDI V NELINEARNIH SISTEMIH. NATANČNEJE, DELALI BOMO NA NASLEDNJIH PODROČJIH: _x000D_ _x000D_ (1) DINAMIKA C_0-polskupin in APPLIKACIJE, _x000D_ _x000D_ (2) DINAMIKA DRUŽINSKEGA EKUPAJ (in V DRUGIH) frakcijskih, _x000D_ _x000D_ (3) CAOS LI-YORKE IN CAOS distribucijsko, _x000D_ _x000D_ (4) prognostičnost, ALGEBRABILITIJA IN prostorskost, _x000D_ _x000D_ (5) V DINAMIKIH OPERATORJIH, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Drugi topološki IN TEORNI POSTOPKI V LINE DINAMIC, _x000D_ _x000D_ (8) NE linijski DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS IN Simulacion DINAMIC linijskega MODEL._x000D_ _x000D_ AS RESULTS WE ALI MINIMO OF 30 PUBLICATIONS V INTERNATIONAL MEDIA ALI HIGH IMPACT REVIEWS, IN RESULTS V INTERNATIONAL CONGRESS raznolikih. (Slovenian) / rank
 
Normal rank
Property / summary: NAŠ NAMEN JE RAZISKATI RAZLIČNE DINAMIČNE POJME (PREDVSEM POVEZANE Z KAOSOM) ZA OPERATERJE IN POLSKUPINE OPERATERJEV V NESKONČNIH PROSTORIH, PA TUDI V NELINEARNIH SISTEMIH. NATANČNEJE, DELALI BOMO NA NASLEDNJIH PODROČJIH: _x000D_ _x000D_ (1) DINAMIKA C_0-polskupin in APPLIKACIJE, _x000D_ _x000D_ (2) DINAMIKA DRUŽINSKEGA EKUPAJ (in V DRUGIH) frakcijskih, _x000D_ _x000D_ (3) CAOS LI-YORKE IN CAOS distribucijsko, _x000D_ _x000D_ (4) prognostičnost, ALGEBRABILITIJA IN prostorskost, _x000D_ _x000D_ (5) V DINAMIKIH OPERATORJIH, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Drugi topološki IN TEORNI POSTOPKI V LINE DINAMIC, _x000D_ _x000D_ (8) NE linijski DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS IN Simulacion DINAMIC linijskega MODEL._x000D_ _x000D_ AS RESULTS WE ALI MINIMO OF 30 PUBLICATIONS V INTERNATIONAL MEDIA ALI HIGH IMPACT REVIEWS, IN RESULTS V INTERNATIONAL CONGRESS raznolikih. (Slovenian) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / summary
 
NASZYM CELEM JEST ZBADANIE RÓŻNYCH POJĘĆ DYNAMICZNYCH (GŁÓWNIE ZWIĄZANYCH Z CHAOSEM) DLA OPERATORÓW I PÓŁGRUP OPERATORÓW W PRZESTRZENIACH O NIESKOŃCZONYM WYMIARZE, A TAKŻE W SYSTEMACH NIELINIOWYCH. MÓWIĄC DOKŁADNIEJ, BĘDZIEMY PRACOWAĆ NAD: _x000D_ _x000D_ (1) DINAMIC OF C_0-półgrup I APLIKACJI, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (i W DIFFERENCES) ułamkowych, _x000D_ _x000D_ (3) dystrybucji CAOS LI-YORKE I CAOS, _x000D_ _x000D_ (4) liniowość, ALGEBRABILITY I Przestrzeń, _x000D_ _x000D_ (5) WYKORZYSTANIE w DINAMIC, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Inna topologiczna I TEORIA PROPERTY MIĘDZY W LINE DINAMIC, _x000D_ _x000D_ (8) Żadna liniowa DINAMIC, Y _x000D_ _x000D_ (9) ANALIZA NUMERYCZNA I Symulacja Linii DINAMIC MODEL._x000D_ _x000D_ W związku z wynikami, że jesteśmy MINIMO 30 PUBLIKACJI W INTERNATIONALNYCH MEDIA LUB HIGH IMPACT REVIEWS, ORAZ WYNIKÓW W INTERNATIONAL CONGRESS zróżnicowane. (Polish)
Property / summary: NASZYM CELEM JEST ZBADANIE RÓŻNYCH POJĘĆ DYNAMICZNYCH (GŁÓWNIE ZWIĄZANYCH Z CHAOSEM) DLA OPERATORÓW I PÓŁGRUP OPERATORÓW W PRZESTRZENIACH O NIESKOŃCZONYM WYMIARZE, A TAKŻE W SYSTEMACH NIELINIOWYCH. MÓWIĄC DOKŁADNIEJ, BĘDZIEMY PRACOWAĆ NAD: _x000D_ _x000D_ (1) DINAMIC OF C_0-półgrup I APLIKACJI, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (i W DIFFERENCES) ułamkowych, _x000D_ _x000D_ (3) dystrybucji CAOS LI-YORKE I CAOS, _x000D_ _x000D_ (4) liniowość, ALGEBRABILITY I Przestrzeń, _x000D_ _x000D_ (5) WYKORZYSTANIE w DINAMIC, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Inna topologiczna I TEORIA PROPERTY MIĘDZY W LINE DINAMIC, _x000D_ _x000D_ (8) Żadna liniowa DINAMIC, Y _x000D_ _x000D_ (9) ANALIZA NUMERYCZNA I Symulacja Linii DINAMIC MODEL._x000D_ _x000D_ W związku z wynikami, że jesteśmy MINIMO 30 PUBLIKACJI W INTERNATIONALNYCH MEDIA LUB HIGH IMPACT REVIEWS, ORAZ WYNIKÓW W INTERNATIONAL CONGRESS zróżnicowane. (Polish) / rank
 
Normal rank
Property / summary: NASZYM CELEM JEST ZBADANIE RÓŻNYCH POJĘĆ DYNAMICZNYCH (GŁÓWNIE ZWIĄZANYCH Z CHAOSEM) DLA OPERATORÓW I PÓŁGRUP OPERATORÓW W PRZESTRZENIACH O NIESKOŃCZONYM WYMIARZE, A TAKŻE W SYSTEMACH NIELINIOWYCH. MÓWIĄC DOKŁADNIEJ, BĘDZIEMY PRACOWAĆ NAD: _x000D_ _x000D_ (1) DINAMIC OF C_0-półgrup I APLIKACJI, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (i W DIFFERENCES) ułamkowych, _x000D_ _x000D_ (3) dystrybucji CAOS LI-YORKE I CAOS, _x000D_ _x000D_ (4) liniowość, ALGEBRABILITY I Przestrzeń, _x000D_ _x000D_ (5) WYKORZYSTANIE w DINAMIC, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Inna topologiczna I TEORIA PROPERTY MIĘDZY W LINE DINAMIC, _x000D_ _x000D_ (8) Żadna liniowa DINAMIC, Y _x000D_ _x000D_ (9) ANALIZA NUMERYCZNA I Symulacja Linii DINAMIC MODEL._x000D_ _x000D_ W związku z wynikami, że jesteśmy MINIMO 30 PUBLIKACJI W INTERNATIONALNYCH MEDIA LUB HIGH IMPACT REVIEWS, ORAZ WYNIKÓW W INTERNATIONAL CONGRESS zróżnicowane. (Polish) / qualifier
 
point in time: 17 August 2022
Timestamp+2022-08-17T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / location (string)
 
Valencia
Property / location (string): Valencia / rank
 
Normal rank
Property / postal code
 
46022
Property / postal code: 46022 / rank
 
Normal rank
Property / contained in NUTS
 
Property / contained in NUTS: Province of Valencia / rank
 
Normal rank
Property / contained in NUTS: Province of Valencia / qualifier
 
Property / contained in Local Administrative Unit
 
Property / contained in Local Administrative Unit: València / rank
 
Normal rank
Property / contained in Local Administrative Unit: València / qualifier
 
Property / coordinate location
 
39°28'25.07"N, 0°20'24.94"W
Latitude39.473632774925
Longitude-0.34025666567164
Precision1.0E-5
Globehttp://www.wikidata.org/entity/Q2
Property / coordinate location: 39°28'25.07"N, 0°20'24.94"W / rank
 
Normal rank
Property / coordinate location: 39°28'25.07"N, 0°20'24.94"W / qualifier
 
Property / budget
 
70,180.0 Euro
Amount70,180.0 Euro
UnitEuro
Property / budget: 70,180.0 Euro / rank
 
Preferred rank
Property / EU contribution
 
38,213.01 Euro
Amount38,213.01 Euro
UnitEuro
Property / EU contribution: 38,213.01 Euro / rank
 
Preferred rank
Property / co-financing rate
 
54.45 percent
Amount54.45 percent
Unitpercent
Property / co-financing rate: 54.45 percent / rank
 
Normal rank
Property / date of last update
 
20 December 2023
Timestamp+2023-12-20T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 day
Before0
After0
Property / date of last update: 20 December 2023 / rank
 
Normal rank

Latest revision as of 09:17, 11 October 2024

Project Q3144341 in Spain
Language Label Description Also known as
English
DYNAMICS OF OPERATORS
Project Q3144341 in Spain

    Statements

    country
    Spain
    0 references
    EU contribution
    38,213.01 Euro
    0 references
    budget
    70,180.0 Euro
    0 references
    co-financing rate
    54.45 percent
    0 references
    start time
    30 December 2016
    0 references
    end time
    31 December 2020
    0 references
    beneficiary name (string)
    UNIVERSIDAD POLITECNICA DE VALENCIA
    0 references
    coordinate location

    39°28'25.07"N, 0°20'24.94"W
    inferred from
    postal code
    0 references
    postal code
    46022
    0 references
    summary
    NUESTRO PROPOSITO ES INVESTIGAR DIFERENTES NOCIONES DINAMICAS (FUNDAMENTALMENTE RELACIONADAS CON EL CAOS) PARA OPERADORES Y SEMIGRUPOS DE OPERADORES EN ESPACIOS DE DIMENSION INFINITA, Y TAMBIEN EN SISTEMAS NO LINEALES. PARA SER MAS PRECISOS, TRABAJAREMOS EN: _x000D_ _x000D_ (1) DINAMICA DE C_0-SEMIGRUPOS Y APLICACIONES, _x000D_ _x000D_ (2) DINAMICA DE ECUACIONES DIFERENCIALES (Y EN DIFERENCIAS) FRACCIONARIAS, _x000D_ _x000D_ (3) CAOS LI-YORKE Y CAOS DISTRIBUCIONAL, _x000D_ _x000D_ (4) LINEABILIDAD, ALGEBRABILIDAD Y ESPACIABILIDAD, _x000D_ _x000D_ (5) RECURRENCIA EN LA DINAMICA DE OPERADORES, _x000D_ _x000D_ (6) DINAMICA DE LAS M-ISOMETRIAS, _x000D_ _x000D_ (7) OTRAS PROPIEDADES TOPOLOGICAS Y DE TEORIA DE LA MEDIDA EN DINAMICA LINEAL, _x000D_ _x000D_ (8) DINAMICA NO LINEAL, Y _x000D_ _x000D_ (9) ANALISIS Y SIMULACION NUMERICA DE LA DINAMICA DE MODELOS LINEALES._x000D_ _x000D_ COMO RESULTADOS ESPERAMOS OBTENER UN MINIMO DE 30 PUBLICACIONES EN REVISTAS INTERNACIONALES DE MEDIO O ALTO IMPACTO, Y PRESENTAR LOS RESULTADOS EN DIVERSOS CONGRESOS INTERNACIONALES. (Spanish)
    0 references
    OUR PURPOSE IS TO INVESTIGATE DIFFERENT DYNAMIC NOTIONS (MAINLY RELATED TO CHAOS) FOR OPERATORS AND SEMI-GROUPS OF OPERATORS IN INFINITE DIMENSION SPACES, AND ALSO IN NONLINEAR SYSTEMS. TO BE MORE PRECISE, WE WILL WORK ON: _x000D_ _x000D_ (1) DINAMIC OF C_0-semi-groups AND APPLICATIONS, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (and IN DIFFERENCES) fractional, _x000D_ _x000D_ (3) CAOS LI-YORKE AND CAOS distributional, _x000D_ _x000D_ (4) LINEABILITY, ALGEBRABILITY AND SPACEBILITY, _x000D_ _x000D_ (5) RECURRENT IN THE DINAMIC OF OPERATORS, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Other TOPOLOGICAL AND THEORY PROPERTY OF MEASURE IN LINE DINAMIC, _x000D_ _x000D_ (8) NO LINEAL DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS AND SIMULACION OF THE DINAMIC LINEAL MODEL._x000D_ _x000D_ AS RESULTS WE ARE A MINIMO OF 30 PUBLICATIONS IN INTERNATIONAL MEDIA OR HIGH IMPACT REVIEWS, AND RESULTS IN INTERNATIONAL CONGRESS DIVERSES. (English)
    point in time
    12 October 2021
    readability score
    0.0889048453837395
    0 references
    NOTRE OBJECTIF EST D’ÉTUDIER DIFFÉRENTES NOTIONS DYNAMIQUES (PRINCIPALEMENT LIÉES AU CHAOS) POUR LES OPÉRATEURS ET LES SEMI-GROUPES D’OPÉRATEURS DANS DES ESPACES DE DIMENSION INFINIE, AINSI QUE DANS LES SYSTÈMES NON LINÉAIRES. POUR ÊTRE PLUS PRÉCIS, NOUS TRAVAILLERONS SUR: _x000D_ _x000D_ (1) DINAMIC OF C_0-semi-groupes ET APPLICATIONS, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (et IN DIFFERENCES) fractionnel, _x000D_ _x000D_ (3) CAOS LI-YORKE ET CAOS distribution, _x000D_ _x000D_ (4) lignabilité, ALGEBRABILITÉ ET Spacebility, _x000D_ _x000D_ (5) RECRRENT DANS LA DINAMIC DES OPÉRATEURS, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Autres caractéristiques topologiques ET THEORIQUES DE MEASURE EN LINE DINAMIC, _x000D_ _x000D_ (8) NON DINAMIC linéaire, Y _x000D_ _x000D_ (9) ANALISIS NUMÉRIQUE ET Simulacion DU MODEL._x000D___x000D_ _x000D_ _x000D_ nous sommes un MINIMO DE 30 PUBLICATIONS DANS LES MÉDIAS INTERNATIONALS OU LES EXAMENS D’IMPACT ET LES RÉSULTATS DANS LES CONGRÈS INTERNATIONALES diverses. (French)
    point in time
    2 December 2021
    0 references
    UNSER ZIEL IST ES, VERSCHIEDENE DYNAMISCHE VORSTELLUNGEN (HAUPTSÄCHLICH IM ZUSAMMENHANG MIT CHAOS) FÜR BETREIBER UND SEMIGRUPPEN VON OPERATOREN IN UNENDLICHEN DIMENSIONSRÄUMEN UND AUCH IN NICHTLINEAREN SYSTEMEN ZU UNTERSUCHEN. UM GENAUER ZU SEIN, ARBEITEN WIR AN: _x000D_ _x000D_ (1) DINAMIC OF C_0-semi-groups AND APPLICATIONEN, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIALEcuATIONEN (und IN DIFFERENCES) fraktional, _x000D_ _x000D_ _x000D_ (3) CAOS LI-YORKE UND CAOS Verteilung, _x000D_ _x000D_ (4) Lineability, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) RECURRENT im DINAMIC DER OPERATOREN, _x000D_ _x000D_ (6) M-Isometria DINAMIC, _x000D_ _x000D_ (7) Andere topologische und THEORY PROPERTY OF MEASURE IN LINE DINAMIC, _x000D_ _x000D_ _x000D_ (8) NO lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS UND Simulacion DES DINAMIC Lineal MODEL._x000D_ (9) NUMERIC ANALISIS UND Simulacion DES DINAMIC Lineal MODEL._x000D__ _x000D_ AS RESULTS WIR ARE eine MINIMO von 30 Veröffentlichungen in INTERNATIONAL MEDIA oder HIGH IMPACT REVIEWS, UND RESULTS IN INTERNATIONAL CONGRESS diversen. (German)
    point in time
    9 December 2021
    0 references
    ONS DOEL IS OM VERSCHILLENDE DYNAMISCHE BEGRIPPEN TE ONDERZOEKEN (VOORNAMELIJK GERELATEERD AAN CHAOS) VOOR OPERATORS EN SEMI-GROEPEN VAN OPERATORS IN ONEINDIGE DIMENSIERUIMTEN, EN OOK IN NIET-LINEAIRE SYSTEMEN. OM NAUWKEURIGER TE ZIJN, ZULLEN WE WERKEN AAN: _x000D_ _x000D_ (1) DINAMIC VAN C_0-semigroepen EN TOEPASSINGEN, _x000D_ _x000D_ (2) DINAMIC VAN DIFFERENTIALE EcuATIONS (en IN DIFFERENCES) fractioneel, _x000D_ _x000D_ (3) CAOS LI-YORKE EN CAOS-distributie, _x000D_ _x000D_ (4) lineability, ALGEBRABILITEIT EN Ruimtelijkheid, _x000D_ _x000D_ (5) RECURRENT IN DE DINAMIC VAN OPERATOREN, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Andere topologische EN THEORY PROPERTY VAN MEASURE IN LINE DINAMIC, _x000D_ _x000D_ (8) GEEN lineaal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS EN Simulacion van de DINAMIC lineal MODEL._x000D_ _x000D__x000D_ we zijn een MINIMO van 30 PUBLICATIES IN INTERNATIONAL MEDIA OF HIGH IMPACT REVIEWS, EN RESULTATEN IN INTERNATIONALE CONGRESS divers. (Dutch)
    point in time
    17 December 2021
    0 references
    IL NOSTRO SCOPO È QUELLO DI INDAGARE DIVERSE NOZIONI DINAMICHE (PRINCIPALMENTE LEGATE AL CAOS) PER OPERATORI E SEMIGRUPPI DI OPERATORI IN SPAZI DI DIMENSIONE INFINITA, E ANCHE IN SISTEMI NON LINEARI. PER ESSERE PIÙ PRECISI, LAVOREREMO SU: _x000D_ _x000D_ (1) DINAMICA DI C_0-semi-gruppi E APPLICAZIONE, _x000D_ _x000D_ (2) DINAMICA DI Ecuazioni DIFFERENTIALI (e IN DIFFERENZE) frazionata, _x000D_ _x000D_ (3) Distribuzione CAOS LI-YORKE e CAOS, _x000D_ _x000D_ (4) lineabilità, ALGEBRABILITÀ e capacità di spazio, _x000D_ _x000D_ (5) RECURRENTE NELLA DINAMICA DI OPERATORI, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Altre attività topologiche e teoriche di misura in DINAMIC LINE, _x000D_ _x000D_ (8) NESSUN DINAMICO lineare, Y _x000D_ _x000D_ (9) ANALISI NUMERICA E Simulacione del MODELLO lineare DINAMICO._x000D_ _x000D_ Come RISULTATI SIAMO UN MINIMO DI 30 PUBBLICAZIONI IN MEDIA INTERNAZIONALE o ALTE RECIFICI DI IMPATTO, E RISULTATI IN CONGRESS INTERNAZIONALE varia. (Italian)
    point in time
    16 January 2022
    0 references
    ΣΚΟΠΌΣ ΜΑΣ ΕΊΝΑΙ ΝΑ ΔΙΕΡΕΥΝΉΣΟΥΜΕ ΔΙΑΦΟΡΕΤΙΚΈΣ ΔΥΝΑΜΙΚΈΣ ΈΝΝΟΙΕΣ (ΚΥΡΊΩΣ ΣΧΕΤΙΚΈΣ ΜΕ ΤΟ ΧΆΟΣ) ΓΙΑ ΤΟΥΣ ΧΕΙΡΙΣΤΈΣ ΚΑΙ ΤΙΣ ΗΜΙΟΜΆΔΕΣ ΤΩΝ ΧΕΙΡΙΣΤΏΝ ΣΕ ΧΏΡΟΥΣ ΆΠΕΙΡΩΝ ΔΙΑΣΤΆΣΕΩΝ, ΚΑΘΏΣ ΚΑΙ ΣΕ ΜΗ ΓΡΑΜΜΙΚΆ ΣΥΣΤΉΜΑΤΑ. ΓΙΑ ΝΑ ΕΊΜΑΣΤΕ ΠΙΟ ΑΚΡΙΒΕΊΣ, ΘΑ ΕΡΓΑΣΤΟΎΜΕ ΓΙΑ: _x000D_ _x000D_ (1) ΚΑΝΟΝΙΚΗ ΕΠΙΚΟΙΝΩΝΙΑ Γ_0-ημιομάδων ΚΑΙ ΕΦΑΡΜΟΓΩΝ, _x000D_ _x000D_ (2) ΔΡΑΜΙΚΟΣ ΔΙΑΦΟΡΙΚΩΝ ΟΙΚΟΝΟΜΙΚΩΝ ΟΜΑΔΩΝ (και ΣΕ ΔΙΑΦΟΡΕΣ), κλασματικός, _x000D_ _x000D_ (3) CAOS LI-YORKE και CAOS διανεμητικός, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY ΚΑΙ Spacebility, _x000D_ _x000D_ (5) ΕΠΙΣΤΡΟΦΗ ΣΤΗΝ ΕΠΙΧΕΙΡΗΜΑΤΙΚΟΤΗΤΑ ΤΩΝ ΥΠΗΡΕΣΙΩΝ, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Άλλη τοπολογική και θεωρία του μετρήματος στη γραμμή DINAMIC, _x000D_ _x000D_ (8) NO lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS και Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ ΩΣ ΑΠΟΤΕΛΕΣΜΑΤΑ ΕΙΝΑΙ ΜΗΝΙΜΟ ΤΩΝ 30 ΔΗΜΟΣΙΩΝ ΕΚΔΟΣΕΩΝ ΣΕ ΔΙΕΘΝΕΣ MEDIA Ή ΥΨΗΛΗ ΕΠΙΠΤΩΣΕΙΣ, ΚΑΙ ΑΠΟΤΕΛΕΣΜΑΤΑ ΣΕ ΔΙΕΘΝΕΣ ΣΥΜΒΟΥΛΕΣ. (Greek)
    point in time
    17 August 2022
    0 references
    VORES FORMÅL ER AT UNDERSØGE FORSKELLIGE DYNAMISKE BEGREBER (PRIMÆRT RELATERET TIL KAOS) FOR OPERATØRER OG SEMI-GRUPPER AF OPERATØRER I UENDELIG DIMENSION RUM, OG OGSÅ I IKKE-LINEÆRE SYSTEMER. MERE PRÆCIST VIL VI ARBEJDE PÅ: _x000D_ _x000D_ (1) DINAMIK AF C_0-semi-grupper OG APPLIKATIONER, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (og IN DIFFERENCES) fraktioneret, _x000D_ _x000D_ (3) CAOS LI-YORKE OG CAOS distributional _x000D_ _x000D_ (4) lineability, ALGEBRABILITY OG Spacebility, _x000D_ _x000D_ (5) RECURRENT IN THE DINAMIC, _x000D_ _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Andre topologiske og THEORY PROPERTY OF MEASURE I LINE DINAMIC _x000D_ _x000D_ (8) NO lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS OG Simulacion af DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS VEDTAGET AF 30 PUBLIKATIONER I INTERNATIONAL Media eller HØJ IMPACT REVIEWS, OG RESULTATER I INTERNATIONALE KONGRESS-varianter. (Danish)
    point in time
    17 August 2022
    0 references
    TARKOITUKSENAMME ON TUTKIA ERILAISIA DYNAAMISIA KÄSITTEITÄ (JOTKA LIITTYVÄT PÄÄASIASSA KAAOKSEEN) OPERAATTOREIDEN JA TOIMIJOIDEN SEMI-RYHMIEN KANNALTA ÄÄRETTÖMISSÄ ULOTTUVUUKSISSA JA MYÖS EPÄLINEAARISISSA JÄRJESTELMISSÄ. TARKEMMIN SANOTTUNA TARKASTELEMME SEURAAVIA ASIOITA: _x000D_ _x000D_ (1) DINAMIC C_0-semi-ryhmien JA TÄYTÄNTÖÖN, _x000D_ _x000D_ (2) DINAMIC DIFFERENTIAL EcuATIONS (ja DIFFERENCES) osittainen, _x000D_ _x000D_ (3) CAOS LI-YORKE JA CAOS jakelu, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY JA Spacebility, _x000D_ _x000D_ (5) RECURRENT in the DINAMIC of OPERATORS, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Muut topologiset JA TUOTTEET LINE DINAMIC, _x000D_ _x000D_ (8) EI lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISISIA JA Simulacion DINAMIC linjan MODEL._x000D_ _x000D_ koska RESULOS WE ON 30 PUBLICATIONS INTERNATIONAL MEDIA TAI HIGH IMPACT REVIEWS, JA RESULOSIN IN INTERNATIONAL CONGRESS monipuolinen. (Finnish)
    point in time
    17 August 2022
    0 references
    GĦAN TAGĦNA HUWA LI TINVESTIGA KUNĊETTI DINAMIĊI DIFFERENTI (PRINĊIPALMENT RELATATI MAL KAOS) GĦALL-OPERATURI U SEMI-GRUPPI TA ‘OPERATURI FL-ISPAZJI DIMENSJONI INFINITA, U WKOLL F’SISTEMI NONLINEARI. BIEX INKUNU AKTAR PREĊIŻI, SE NAĦDMU FUQ: _x000D_ _x000D_ (1) DINAMIC TA’ C_0-semi-gruppi U APPLIKAZZJONIJIET, _x000D_ _x000D_ (2) DINAMIC TA’ Ekwazzjonijiet DIFFERENTI (u F’DIFFERENZI) frazzjonali, _x000D_ _x000D_ _x000D_ (3) distribuzzjonali ta’ l-Ekwazzjonijiet DIFFERENTI U CAOS, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY U Spacebility, _x000D_ _x000D_ (5) RECURRENT F’DINAMIC TA’ OPERATORJI, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) PROPERTÀ topoloġika U TORY Oħrajn TA’ MEASURE F’DINAMIC LINE, _x000D_ _x000D_ (8) L-ebda DINAMIC lineali, Y _x000D_ _x000D_ (9) _x000D_ (9) L-ANALISIS U s-Simulacion tad-DINAMIC lineal MODEL._x000D_ _x000D_ RIŻULTATI RIŻULTATI GĦANDHOM MINIMO ta’ 30 PUBBLIKA F’REŻJONIJIET INTERNAZZJONALI jew IMPATT GĦOLJA, U RIŻULTATI F’diversi CONGRESS INTERNAZZJONALI. (Maltese)
    point in time
    17 August 2022
    0 references
    MŪSU MĒRĶIS IR IZPĒTĪT DAŽĀDUS DINAMISKOS JĒDZIENUS (GALVENOKĀRT SAISTĪBĀ AR HAOSU) OPERATORIEM UN OPERATORU PUSGRUPĀM BEZGALĪGAS DIMENSIJAS TELPĀS, KĀ ARĪ NELINEĀRĀS SISTĒMĀS. PRECĪZĀK, MĒS STRĀDĀSIM PIE: _x000D_ _x000D_ (1) DINAMIC OF C_0-pusgrupas UN PIETEIKUMI, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (un DIFFERENCES) frakcionālas, _x000D_ _x000D_ (3) CAOS LI-YORKE UN CAOS izplatīšanas, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) ATKĀRTOŠANA OPERATORU DINAMIKĀ, _x000D_ _x000D_ (6) M-izometrija DINAMIC, _x000D_ _x000D_ (7) Citas topoloģiskās UN TĒRĶIJAS PROPERTIJA LINE DINAMIC, _x000D_ _x000D_ (8) NĒ lineālo DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS UN Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS WE ir MINIMO 30 PUBLICĀCIJAS INTERNATIONAL MEDIA VAI IMPACT REVIEWS, UN RESULTS INTERNATIONAL CONGRESS daudzveidība. (Latvian)
    point in time
    17 August 2022
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    NAŠÍM CIEĽOM JE PRESKÚMAŤ RÔZNE DYNAMICKÉ POJMY (NAJMÄ SÚVISIACE S CHAOSOM) PRE OPERÁTOROV A POLOSKUPÍN OPERÁTOROV V NEKONEČNÝCH ROZMEROVÝCH PRIESTOROCH, AKO AJ V NELINEÁRNYCH SYSTÉMOCH. ABY SME BOLI PRESNEJŠÍ, BUDEME PRACOVAŤ NA: _x000D_ _x000D_ (1) DINAMICKÉ OD C_0-poloskupín a APPLIKÁCIE, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (a IN DIFFERENCES) zlomkové, _x000D_ _x000D_ (3) CAOS LI-YORKE A CAOS distribučné, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY A Vesmírnosť, _x000D_ _x000D_ (5) REZERÁCIA v DINAMICKE OPERATOROV, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Iná topologická a TERÚRA PROPERTY MEASURE IN LINE DINAMIC, _x000D_ _x000D_ (8) ŽIADNA lineárna DINAMIC, Y _x000D_ _x000D_ (9) NUMERICKÝ ANALISIS A Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS WE ALEBO MINIMÁCIE 30 PUBLIKÁCIE V INTERNATIONAL MEDIA ALEBO HIGH IMPACT REVIEW A VÝSLEDKY V INTERNATIONAL CONGRESS rozmanitých. (Slovak)
    point in time
    17 August 2022
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    IS É ÁR GCUSPÓIR CHUN IMSCRÚDÚ A DHÉANAMH AR NÓISIN DINIMICIÚIL ÉAGSÚLA (A BHAINEANN GO PRÍOMHA LE CHAOS) D’OIBREOIRÍ AGUS LEATH-GHRÚPAÍ NA N-OIBREOIRÍ I SPÁSANNA GNÉ GAN TEORAINN, AGUS FREISIN I GCÓRAIS NONLINEAR. LE BHEITH NÍOS BEAICHTE, OIBREOIMID AR NA NITHE SEO A LEANAS: _x000D_ _x000D_ (1) DINAMICT OF C_0-leathghrúpaí agus iarratais, _x000D_ _x000D_ (2) DINAMICIÚ NA n-Earnálacha C_0 (agus in DIFFERCES) codánach, _x000D_ _x000D_ (3) CAOS LI-Yorke agus CAOS dáileadh, _x000D_ _x000D_ (4) LINEABILITY, ALBRABILITY and SPACEBITY, _x000D_ _x000D_ (5) atá i ndíthriail na n-oibríochtaí, _x000D_x000D_ (6) _x000D_ _x000D_ (8) Níl aon DINAMIC lineal, Y _x000D_ _x000D_ (9) _ _x000D_ _ _x000D_ _ _x000D_ _ _x000D_ _x000D_ _x000D_ _ _x000D_ (9) AINMIÚCHÁIN IMEACHTAÍ IDIRNÁISIÚNTA NÁISIÚNTA IMEACHTAÍ IDIRNÁISIÚNTA, agus TORTHAÍ IDIRNÁISIÚLACHA IDIRNÁISIÚLACHA. (Irish)
    point in time
    17 August 2022
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    NAŠÍM CÍLEM JE PROZKOUMAT RŮZNÉ DYNAMICKÉ POJMY (ZEJMÉNA SOUVISEJÍCÍ S CHAOSEM) PRO OPERÁTORY A POLOSKUPINY OPERÁTORŮ V NEKONEČNĚ DIMENZOVANÝCH PROSTORECH A TAKÉ V NELINEÁRNÍCH SYSTÉMECH. ABYCHOM BYLI PŘESNĚJŠÍ, BUDEME PRACOVAT NA: _x000D_ _x000D_ (1) DINAMICKÉ ZAŘÍZENÍ C_0-semiskupin A POŽADAVKŮ, _x000D_ _x000D_ (2) DINAMICKÉ DIFFERENTIÁLNÍ EcuACE (a v DIFFERENCES) frakční, _x000D_ _x000D_ _x000D_ (3) CAOS LI-YORKE A CAOS distribuce, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY A Spacebility, _x000D_ _x000D_ (5) RECURRENT V DINAMIC OPERATORS, _x000D_ _x000D_ (6) M-isometrie DINAMIC, _x000D_ _x000D_ (7) Jiné topologické a tepelné PROPERTY MEASURE INLINE DINAMIC, _x000D_ _x000D_ (8) Žádné liniové DINAMIC, Y _x000D_ _x000D_ (9) NUMERICKÉ ANALIZACE A Simulacionace DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS JSOU MINIMO 30 PUBLIKACE V INTERNATIONAL MEDIA nebo HIGH IMPACT REVIEWS, A výsledky V INTERNATIONAL CONGRESS různorodosti. (Czech)
    point in time
    17 August 2022
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    O nosso objectivo é investigar diferentes noções dinâmicas (principalmente relacionadas com o caos) para operadores e grupos de operadores em espaços de dimensão infinita, e também em sistemas não lineares. Para ser mais preciso, vamos trabalhar em: _x000D_ _x000D_ (1) DINÂMICA DE C_0-semigrupos E APLICAÇÕES, _x000D_ _x000D_ (2) DINÂMICA DE EcuAÇÕES DIFERENTES (e EM DIFERENÇAS) fraccionadas, _x000D_ _x000D_ (3) CAOS LI-YORKE E CAOS distributiva, _x000D_ _x000D_ (4) LINEABILIDADE, ALGEBRABILIDADE E ESPACEBILIDADE, _x000D_ _x000D_ (5) RECURRENTE NA DINÂMICA DE OPERADORES, _x000D_ _x000D_ (6) M-isometria DINÂMICA, _x000D_ _x000D_ (7) Outra PROPOLOGIA TOPOLOGICA E THEORYPERTY DE MEDIDAS EM LINÂMICA, _x000D_ _x000D_ _x000D_ (8) NÃO DINÂMICO LINEAL, Y _x000D_ _x000D_ (9) ANÁLISE NUMÉRICA E SIMULAÇÃO DO MODELO LINEAL DINÂMICO._x000D_ _x000D_ Como RESULTADOS, SOMOS UM MINIMO DE 30 PUBLICAÇÕES NOS MEIOS DE COMUNICAÇÃO INTERNACIONAIS OU AVALIAÇÕES DE ALTO IMPACTO, E RESULTADOS NAS DIVERSAS DE CONGRESSO INTERNACIONAIS. (Portuguese)
    point in time
    17 August 2022
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    MEIE EESMÄRK ON UURIDA ERINEVAID DÜNAAMILISI MÕISTEID (MIS ON PEAMISELT SEOTUD KAOSEGA) OPERAATORITE JA POOLKONTSERNIDE JAOKS LÕPMATUTES MÕÕTMETES RUUMIDES JA KA MITTELINEAARSETES SÜSTEEMIDES. TÄPSEMALT KÄSITLEME JÄRGMIST: _x000D_ _x000D_ (1) C_0-poolrühmade ja APPLIKATSIOONIDE DINAMIC, _x000D_ _x000D_ (2) DIFFERENTIAL EcuATIONide DINAMIC (ja DIFFERENCESides) murdosa, _x000D_ _x000D_ (3) CAOS LI-YORKE JA CAOS jaotus, _x000D_ (4) lineaarsus, ALGEBRABILITY JA Spacebility, _x000D_ _x000D_ (5) REKURENTID OPERATORIDE DINAMITIS, _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) muu topoloogne ja MINE DINAMIC’i TÖÖPROPERTY, _x000D_ (8) EI lineaalne DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS JA DINAMIC lineal MODEL._x000D_ _x000D_ _x000D_ TULEMUSED ON VÕI MINIMO 30 PUHENDUSED INTERNATIONAL MEDIA VÕI HIGH IMPACT REVIEWS JA TULEMISED IN INTERNATIONAL CONGRESS mitmekesine. (Estonian)
    point in time
    17 August 2022
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    CÉLUNK A KÜLÖNBÖZŐ DINAMIKUS (FŐKÉNT A KÁOSZHOZ KAPCSOLÓDÓ) FOGALMAK VIZSGÁLATA A VÉGTELEN DIMENZIÓS TEREKBEN, VALAMINT A NEMLINEÁRIS RENDSZEREKBEN MŰKÖDŐ OPERÁTOROK ÉS FÉLCSOPORTOK SZÁMÁRA. HOGY PONTOSABBAK LEGYÜNK, A KÖVETKEZŐKÖN FOGUNK DOLGOZNI: _x000D_ _x000D_ (1) A C_0-féli-csoport ÉS APPLIKÁCIÓK DINAMIKuma, _x000D_ _x000D_ (2) DINAMIC OF DINAMIC OF DIFERENTIAL EcuATIONS (és a DIFFERENCES-ben) frakcionált, _x000D_ _x000D_ (3) CAOS LI-YORKE ÉS CAOS disztribúció, _x000D_ _x000D_ (4) vonalazhatóság, ALGEBRABILITY ÉS Térbelibilitás, _x000D_ _x000D_ (5) A VÉGREHAJTÓK DINAMIKÁBAN RECURRENT INFORMÁCIÓK, _x000D_ _x000D_ (6) M-izoometria DINAMIC, _x000D_ _x000D_ (7) Egyéb topológiai és THEORY PROPERTY of MEASURE in LINE DINAMIC, _x000D_ _x000D_ (8) Nincs vonalbeli DINAMIC, Y _x000D_ _x000D_ (9) A DINAMIC vonal MODEL-jének NUMERIC ANALISIS ÉS Simulacionálása._x000D_ _x000D_ Amint az eredmények 30 NEMZETKÖZI MINIMO-t tartalmaznak a nemzetközi MEDIA VAGY MIGH IMPACT REVIEWS-ben, ÉS az INTERNATIONAL CONGRESS-ben keletkezett eredmények. (Hungarian)
    point in time
    17 August 2022
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    НАШАТА ЦЕЛ Е ДА ПРОУЧИМ РАЗЛИЧНИ ДИНАМИЧНИ ПОНЯТИЯ (ГЛАВНО СВЪРЗАНИ С ХАОСА) ЗА ОПЕРАТОРИ И ПОЛУГРУПИ ОТ ОПЕРАТОРИ В БЕЗКРАЙНИ ПРОСТРАНСТВА, А СЪЩО И В НЕЛИНЕЙНИ СИСТЕМИ. ЗА ДА БЪДЕМ ПО-ТОЧНИ, ЩЕ РАБОТИМ ВЪРХУ: _x000D_ _x000D_ (1) Динамика от C_0-полугрупи И ПРИЛОЖЕНИЯ, _x000D_ _x000D_ (2) Динамика на диференциални екуации (и в диференциални) фракционни, _x000D_ _x000D_ (3) CAOS LI-YORKE И CAOS разпределение, _x000D_ _x000D_ (4) подвижност, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) RECURRENT В Динамика на ОПЕРАТОРИТЕ, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Други топологични И ТЕОРНИ ПРОПЕРТИИ НА МИСУРНОСТ В ЛИНАМИЧЕСКИ, _x000D_ _x000D_ (8) No lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS AND Simulacion OF THE DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS Ние сме МИНИМО НА 30 ПУБЛИКАЦИИ В Интернационална Медия И РЕЗУЛТИ В МЕДИА. (Bulgarian)
    point in time
    17 August 2022
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    MŪSŲ TIKSLAS YRA IŠTIRTI SKIRTINGAS DINAMIŠKAS SĄVOKAS (DAUGIAUSIA SUSIJUSIAS SU CHAOSU) OPERATORIAMS IR PUSIAU OPERATORIŲ GRUPĖMS BEGALINĖSE MATMENŲ ERDVĖSE, TAIP PAT NETIESINĖSE SISTEMOSE. TIKSLIAU TARIANT, DIRBSIME ŠIAIS KLAUSIMAIS: _x000D_ _x000D_ (1) C_0-pusiau grupių IR PAPRINDŲ DINAMIC, _x000D_ _x000D_ (2) DIFFERENTIAL EcuATIONS (ir DIFFERENCES) DINAMIC, _x000D_ _x000D_ (3) CAOS LI-JORKE IR CAOS distributional, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY AND Spacebility, _x000D_ _x000D_ (5) PRIEŽIŪROS OPERATORŲ DINAMIC, _x000D_ _x000D_ (6) M-izometrija DINAMIC, _x000D_ _x000D_ (7) Kitas topologinis ir teorinis manipuliavimas LINE DINAMIC, _x000D_ _x000D_ (8) Nėra linijinės DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS IR DINAMIC linijinės MODELĖS Simulacionas._x000D_ _x000D_ Kaip RESULTATAI turėjo būti 30 VALDYMO PROJEKTAS INTERNATIONAL MEDIA AR HIGH IMPACT REVIEWS, and RESULTS INERNATIONAL CONGRESS Įvairūs. (Lithuanian)
    point in time
    17 August 2022
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    NAŠA JE SVRHA ISTRAŽITI RAZLIČITE DINAMIČKE POJMOVE (UGLAVNOM POVEZANE S KAOSOM) ZA OPERATORE I POLUGRUPE OPERATERA U BESKONAČNIM PROSTORIMA DIMENZIJA, KAO I U NELINEARNIM SUSTAVIMA. TOČNIJE, RADIT ĆEMO NA: _x000D_ _x000D_ (1) DINAMIC C_0-polu-grupe I PRIMJENE, _x000D_ _x000D_ (2) DINAMIC DINAFERENTIAL EcuATIONS (i u DIFFERENCES) frakcijski, _x000D_ _x000D_ (3) CAOS LI-YORKE I CAOS distribucija, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY I Spacebility, _x000D_ _x000D_ (5) REZERENT U DINAMICI OPERATORA, _x000D_ _x000D_ (6) M-izometrija DINAMIC, _x000D_ _x000D_ (7) Ostali topološki I teoretski PROPERTY MJERE U LINE DINAMIC, _x000D_ _x000D_ (8) Nema linijskog DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALIZA I Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ AS RESULTS We Are a MINIMO of 30 PUBLICATIONS IN INTERNATIONAL MEDIA ILI HIGH UMPACT REVIEWS, I RESULTS in INTERNATIONAL CONGRESS raznoliki. (Croatian)
    point in time
    17 August 2022
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    VÅRT SYFTE ÄR ATT UNDERSÖKA OLIKA DYNAMISKA BEGREPP (FRÄMST RELATERADE TILL KAOS) FÖR OPERATÖRER OCH SEMIGRUPPER AV OPERATÖRER I OÄNDLIGA DIMENSIONER, OCH ÄVEN I ICKE-LINJÄRA SYSTEM. FÖR ATT VARA MER EXAKT KOMMER VI ATT ARBETA MED FÖLJANDE: _x000D_ _x000D_ (1) DINAMIC OF C_0-semigrupper OCH APPLICATIONER, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (och I DIFFERENCES) fraktionerad, _x000D_ _x000D_ (3) CAOS LI-YORKE OCH CAOS distributionsform, _x000D_ _x000D_ (4) lineability, ALGEBRABILITY OCH Spacebilitet, _x000D_ _x000D_ (5) RECURRENT IN THE DINAMIC OF OPERATORS, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Annan topologiskt OCH DETT ÖVERSÄTTNING I LINE DINAMIC, _x000D_ _x000D_ (8) No lineal DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS OCH Simulacion of the DINAMIC lineal MODEL._x000D_ _x000D_ SOM RESULTAT VI ÄR en MINIMO AV 30 PUBLICATIONER I INTERNATIONAL MEDIA ELLER HÖGA IMPACT REVIEWS, OCH RESULTER I INTERNATIONAL CONGRESS diverses. (Swedish)
    point in time
    17 August 2022
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    SCOPUL NOSTRU ESTE DE A INVESTIGA DIFERITE NOȚIUNI DINAMICE (ÎN PRINCIPAL LEGATE DE HAOS) PENTRU OPERATORI ȘI SEMIGRUPURI DE OPERATORI ÎN SPAȚII DE DIMENSIUNI INFINITE, PRECUM ȘI ÎN SISTEME NELINIARE. PENTRU A FI MAI PRECIS, VOM LUCRA LA: _x000D_ _x000D_ (1) DINAMICUL C_0-semi-grupuri ȘI APLICAȚII, _x000D_ _x000D_ (2) DINAMIC DE Ecuații DIFERENTIALE (și ÎN DIFERINȚE) fracționate, _x000D_ _x000D_ (3) CAOS LI-YORKE ȘI CAOS distribuție, _x000D_ _x000D_ (4) liniabilitate, ALGEBRABILITATE ȘI Spaceability, _x000D_ _x000D_ (5) RECURRENT ÎN DINAMICUL OPERATORILOR, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Alte produse topologice și teoretice ale MEASURE ÎN DINAMICUL LINE, _x000D_ _x000D_ (8) Nici un DINAMIC linial, Y _x000D_ _x000D_ (9) NUMERIC ANALIZĂ ȘI Simulacion al MODEL linial DINAMIC._x000D_ _x000D_ AS RESULTE WE SUNT O MINIMO DE 30 PUBLICĂRI ÎN REZULAȚII INTERNAȚIONALE SAU REZULTATEI IMPACTULUI INTERNAȚIONAL, ȘI REZULTURILE ÎN CONGRESS INTERNAȚIONAL divers. (Romanian)
    point in time
    17 August 2022
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    NAŠ NAMEN JE RAZISKATI RAZLIČNE DINAMIČNE POJME (PREDVSEM POVEZANE Z KAOSOM) ZA OPERATERJE IN POLSKUPINE OPERATERJEV V NESKONČNIH PROSTORIH, PA TUDI V NELINEARNIH SISTEMIH. NATANČNEJE, DELALI BOMO NA NASLEDNJIH PODROČJIH: _x000D_ _x000D_ (1) DINAMIKA C_0-polskupin in APPLIKACIJE, _x000D_ _x000D_ (2) DINAMIKA DRUŽINSKEGA EKUPAJ (in V DRUGIH) frakcijskih, _x000D_ _x000D_ (3) CAOS LI-YORKE IN CAOS distribucijsko, _x000D_ _x000D_ (4) prognostičnost, ALGEBRABILITIJA IN prostorskost, _x000D_ _x000D_ (5) V DINAMIKIH OPERATORJIH, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Drugi topološki IN TEORNI POSTOPKI V LINE DINAMIC, _x000D_ _x000D_ (8) NE linijski DINAMIC, Y _x000D_ _x000D_ (9) NUMERIC ANALISIS IN Simulacion DINAMIC linijskega MODEL._x000D_ _x000D_ AS RESULTS WE ALI MINIMO OF 30 PUBLICATIONS V INTERNATIONAL MEDIA ALI HIGH IMPACT REVIEWS, IN RESULTS V INTERNATIONAL CONGRESS raznolikih. (Slovenian)
    point in time
    17 August 2022
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    NASZYM CELEM JEST ZBADANIE RÓŻNYCH POJĘĆ DYNAMICZNYCH (GŁÓWNIE ZWIĄZANYCH Z CHAOSEM) DLA OPERATORÓW I PÓŁGRUP OPERATORÓW W PRZESTRZENIACH O NIESKOŃCZONYM WYMIARZE, A TAKŻE W SYSTEMACH NIELINIOWYCH. MÓWIĄC DOKŁADNIEJ, BĘDZIEMY PRACOWAĆ NAD: _x000D_ _x000D_ (1) DINAMIC OF C_0-półgrup I APLIKACJI, _x000D_ _x000D_ (2) DINAMIC OF DIFFERENTIAL EcuATIONS (i W DIFFERENCES) ułamkowych, _x000D_ _x000D_ (3) dystrybucji CAOS LI-YORKE I CAOS, _x000D_ _x000D_ (4) liniowość, ALGEBRABILITY I Przestrzeń, _x000D_ _x000D_ (5) WYKORZYSTANIE w DINAMIC, _x000D_ _x000D_ (6) M-isometria DINAMIC, _x000D_ _x000D_ (7) Inna topologiczna I TEORIA PROPERTY MIĘDZY W LINE DINAMIC, _x000D_ _x000D_ (8) Żadna liniowa DINAMIC, Y _x000D_ _x000D_ (9) ANALIZA NUMERYCZNA I Symulacja Linii DINAMIC MODEL._x000D_ _x000D_ W związku z wynikami, że jesteśmy MINIMO 30 PUBLIKACJI W INTERNATIONALNYCH MEDIA LUB HIGH IMPACT REVIEWS, ORAZ WYNIKÓW W INTERNATIONAL CONGRESS zróżnicowane. (Polish)
    point in time
    17 August 2022
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    location (string)
    Valencia
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    date of last update
    20 December 2023
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    Identifiers

    Spanish Kohesio ID
    MTM2016-75963-P
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