TASSAT 2: THEORY AND APPLICATIONS IN SATISFACTION AND OPTIMISATION OF RESTRICTIONS (Q3144061): Difference between revisions

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+TASSAT 2: TEOORIA JA RAKENDUSED RAHULOLU JA PIIRANGUTE OPTIMEERIMINE
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+TASSAT 2: TEORIJA IR TAIKOMOSIOS PROGRAMOS PASITENKINIMO IR OPTIMIZAVIMO APRIBOJIMŲ
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+TASSAT 2: TEORIJA I PRIMJENA U ZADOVOLJSTVU I OPTIMIZACIJI OGRANIČENJA
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+TASSAT 2: ΘΕΩΡΊΑ ΚΑΙ ΕΦΑΡΜΟΓΈΣ ΙΚΑΝΟΠΟΊΗΣΗΣ ΚΑΙ ΒΕΛΤΙΣΤΟΠΟΊΗΣΗΣ ΤΩΝ ΠΕΡΙΟΡΙΣΜΏΝ
@@ label / sk / label / sk @@
+TASS 2: TEÓRIA A APLIKÁCIE V SPOKOJNOSTI A OPTIMALIZÁCIA OBMEDZENÍ
@@ label / fi / label / fi @@
+TASSAT 2: TEORIA JA SOVELLUKSET TYYTYVÄISYYS JA OPTIMOINTI RAJOITUKSIA
@@ label / pl / label / pl @@
+TASSAT 2: TEORIA I ZASTOSOWANIA W SATYSFAKCJI I OPTYMALIZACJI OGRANICZEŃ
@@ label / hu / label / hu @@
+TASSAT 2: ELMÉLET ÉS ALKALMAZÁSOK ELÉGEDETTSÉGE ÉS OPTIMALIZÁLÁSA KORLÁTOZÁSOK
@@ label / cs / label / cs @@
+TASSAT 2: TEORIE A APLIKACE V SPOKOJENOSTI A OPTIMALIZACI OMEZENÍ
@@ label / lv / label / lv @@
+TASSAT 2: TEORIJA UN PIETEIKUMI APMIERINĀTĪBU UN OPTIMIZĀCIJA IEROBEŽOJUMU
@@ label / ga / label / ga @@
+JUR: RÉAMHAITHRISÍM (FÍORAIS). TEOIRIC AGUS IARRATAIS I SÁSAMH AGUS BARRFHEABHSÚ SRIANTA
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+TASSAT 2: TEORIJA IN APLIKACIJE V ZADOVOLJSTVO IN OPTIMIZACIJA OMEJITEV
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+ТАСАТ 2: ТЕОРИЯ И ПРИЛОЖЕНИЯ ЗА УДОВЛЕТВОРЯВАНЕ И ОПТИМИЗИРАНЕ НА ОГРАНИЧЕНИЯТА
@@ label / mt / label / mt @@
+TASSAT 2: IT-TEORIJA U L-APPLIKAZZJONIJIET B’SODISFAZZJON U L-OTTIMIZZAZZJONI TAR-RESTRIZZJONIJIET
@@ label / pt / label / pt @@
+TASSAT 2: TÓRIA E APLICAÇÕES EM MATÉRIA DE SATISFAÇÃO E OPTIMIZAÇÃO DAS RESTRIÇÕES
@@ label / da / label / da @@
+TASSAT 2: TEORI OG APPLIKATIONER I TILFREDSHED OG OPTIMERING AF BEGRÆNSNINGER
@@ label / ro / label / ro @@
+TASSAT 2: TEORIA ȘI APLICAȚIILE ÎN SATISFACEREA ȘI OPTIMIZAREA RESTRICȚIILOR
@@ label / sv / label / sv @@
+TASSAT 2: TEORI OCH TILLÄMPNINGAR FÖR TILLFREDSSTÄLLELSE OCH OPTIMERING AV BEGRÄNSNINGAR
@@ description / bg / description / bg @@
+Проект Q3144061 в Испания
@@ description / hr / description / hr @@
+Projekt Q3144061 u Španjolskoj
@@ description / hu / description / hu @@
+Projekt Q3144061 Spanyolországban
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+Projekt Q3144061 ve Španělsku
@@ description / da / description / da @@
+Projekt Q3144061 i Spanien
@@ description / nl / description / nl @@
+Project Q3144061 in Spanje
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+Projekt Q3144061 Hispaanias
@@ description / fi / description / fi @@
+Projekti Q3144061 Espanjassa
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+Projet Q3144061 en Espagne
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+Projekt Q3144061 in Spanien
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+Έργο Q3144061 στην Ισπανία
@@ description / ga / description / ga @@
+Tionscadal Q3144061 sa Spáinn
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+Progetto Q3144061 in Spagna
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+Projekts Q3144061 Spānijā
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+Projektas Q3144061 Ispanijoje
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+Proġett Q3144061 fi Spanja
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+Projekt Q3144061 w Hiszpanii
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+Projeto Q3144061 na Espanha
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+Proiectul Q3144061 în Spania
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+Projekt Q3144061 v Španielsku
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+Projekt Q3144061 v Španiji
@@ description / es / description / es @@
+Proyecto Q3144061 en España
@@ description / sv / description / sv @@
+Projekt Q3144061 i Spanien
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+SEE PROJEKT KESKENDUB PIIRANGUTE RAHULOLU JA OPTIMEERIMISE PROBLEEMIDELE NII LOOGIKAS (SAT) KUI KA VÄLJENDUSRIKKAMATES PIIRANGUKEELTES (CSP). Me TÄHELEPANU TUNNUD KINNITAMISEKS_x000D_ POINTER KÄESOLEVA AREADE TEADMISEKS KOHTUASI PROJEKTi raames. TASSAT 2 ON PROJEKTI JÄTK, MIS KÄIVITAB PROJEKTI TASSAT, MIS ON JUBA TÕESTANUD OMA ELUJÕULISUST JA MARSRUUTI. For THEY, THE_x000D_ GENERAL OBJEKTIVES KÕRGE VÕIMALUSED Pidev osa ja BY MUUD INNOVATIONS, mida NEXTIVE OBJEKTIVES PARTICULAR:_x000D_ BY PARTY, SAT jätkame struktuuri struktureerimist tööstusmaailma arenevate institutsioonide ja rakendada neid teadmisi arengu lahendajad, samuti tulemusena MAXSAT kõige tõhusam areng. CSP SEGUIREMOS_x000D_ CONTRIBUTION to the PROBLEMATION of the CLASSIFICATION of Comatable RESTRITION CLASSESES. Samuti uurime GEOMETRIC INSTANCES MAXCSP ja Kombinatory PROBLEMS, INTERESTS FOR THEORY OF COMPLEJITY_x000D_ COMPUTATIONAL. PRAKTIIVsete lahendajate, INCLUDING NEW BRANCH-AND-BOUND Algoritmos MAXSAT, SOFT LEARNING MAXSAT, TECNICAS_x000D_ Parem FOR VARIABLE valik portfellid, ETC. VÄLJA VÄLJA meie PRESENCE lahendajad COMPETITIONS JA PARTICIPATE SOLUTSIOONID INDUSTRIAL PROBLEMS. Veel üks oluline NEWS OBJEKTIVES on SE_x000D_ laiendada raamistiku kohaldamise GEOMETRIC metodod hõlmata isomorphism probleeme Grafos JA muud STRUCTURES INTERESTS kombinatiivses JA MUUD SCIENCE AREAS. Käesolev NEW OBJEKTIVE on esitatud esimeses rahvusvahelise teatisega eelnõus._x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000D_x000 d__x000D__x000D___x000D__x000D___x000D__x000D___x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D___x000D___x000D___x000D___x000D__x000D___x000D__x000D___x000D__xRIBUTION, LOGISTIC APPLICATIONS, ETC. solvers DE_x000D_ SAT JA MAXSAT ARE TECHNOLOGIES RELATIVELY NEW FOR OPTIMISATION PROBLEMS, mida võib kohaldada nendes valdkondades. ÜKS MEIE EESMÄRKE ON TUGEVDADA SELLES VALDKONNAS TEGUTSEVATE UURIMISRÜHMADE VÕRGUSTIKKU, ET KONKUREERIDA EUROOPA PROJEKTIDE TAOTLEMISEL. (Estonian)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
Timezone +00:00
Calendar Gregorian
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+ŠIS PROJEKTAS SUSIJĘS SU PASITENKINIMO IR APRIBOJIMŲ OPTIMIZAVIMO PROBLEMOMIS TIEK LOGIŠKAIS PASIŪLYMAIS (SAT), TIEK LABIAU IŠRAIŠKINGOMIS APRIBOJIMŲ KALBOMIS (CSP). Mes PAGRINDINIAI PRAŠYMAI INVESTIGATION_x000D_ POINTER Į TURINŲ KONTROLĖS KONTROLĖS PROJEKTAS. TASSAT 2 YRA PROJEKTO TASSAT TĘSINYS, KURIS JAU ĮRODĖ SAVO GYVYBINGUMĄ IR MARŠRUTĄ. Jiems, THE_x000D_ GENERAL OBJECTIVES KARTĄ TURI BŪTI MĖN. Nuolatinei daliai ir visoms kitoms INNOVACijoms, SU NEXTIVEJŲ KONKRETŲ KONKURSŲ ŠALIMS:_x000D_ BY PARTY, SAT mes ir toliau studijuojame besivystančias pramoninio pasaulio institucijas ir taikome šias žinias į sprendimų priėmėjų plėtrą, taip pat dėl veiksmingiausios MAXSAT plėtros. CSP SEGUIREMOS_x000D_ KONTRIBUTION Į Traktuojamų RESTRICIJŲ KLASIŲ KLASIŲ KLASIŲ KLAUSIMĄ. Mes taip pat studijuos algoritmos GEOMETRIC INSTANCES MAXCSP IR Combinatory PROBLEMS, iš INTERESTAI COMPLEJITY_x000D_ COMPUTATIONAL. IMPORTANTAS NAUJAS PRESENTO PROJEKTAS ĮGYVENDINIMO PRAKTINIŲ sprendėjų ĮGYVENDINIMO PROJEKTAS, ĮSIPAREIGOJAMAS NEW BRANCH-AND-BOUND Algoritmos MAXSAT, PROGRAMINĖ PROJEKTAS MAXSAT, TECNICAS_x000D_ Pagerinta VARIABLE atranka, portfeliai, ETC. Kitas reikšmingas NAUJIENOS OBJECTIVES yra SE_x000D_ išplėsti GEOMETRIC metodų taikymo sistemą, kad būtų įtrauktos Grafos ir kitų INTERESTŲ Izomorfizmo problemos, susijusios su kombinuotomis ir kitomis SCIENCE AREAS. Šis NAUJAS TIKSLAS išdėstytas pirmajame projekte, kuriame yra tarptautinis pranešimas._x000D___x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D__x000D___x000D___x000D___x000D___x000D___x000D___x000D__x000D___x005 F_x000D___x000D___x000D___x000D___x005 F_x000D___x000D___x000D___x000D___x000D___ tai gali būti susiję su ENERGY DISTRIBUTION, LOGISTIC APPLICATIONS, ETC. sprendikliais DE_x000D_ SAT IR MAXSAT ARE TECHNOLOGIES NAUJA NAUJAS OPTIMIZAVIMO PROBLEMS, kurios gali būti taikomos šiose srityse. VIENAS IŠ MŪSŲ TIKSLŲ – SUSTIPRINTI ŠIOS SRITIES MOKSLINIŲ TYRIMŲ GRUPIŲ TINKLĄ, KAD BŪTŲ GALIMA KONKURUOTI TEIKIANT PARAIŠKAS DĖL EUROPOS PROJEKTŲ. (Lithuanian)
+Normal rank
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Timezone +00:00
Calendar Gregorian
Precision 1 day
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+OVAJ SE PROJEKT VRTI OKO PROBLEMA ZADOVOLJSTVA I OPTIMIZACIJE OGRANIČENJA, KAKO U LOGIČKOM PRIJEDLOGU (SAT) TAKO I NA EKSPRESIVNIJIM RESTRIKTIVNIM JEZICIMA (CSP). Predlažemo da održimo INVESTIGATION_x000D_ POINTER U OVOJ PROJEKTU IZLOŽIVANJE FOUR GROUPS-a koji su komponirali PROJEKT. TASSAT 2 JE NASTAVAK PROJEKTA KOJI GA POKREĆE, TASSAT, KOJI JE VEĆ DOKAZAO SVOJU ODRŽIVOST I RUTU. Za THEY, THE_x000D_ OPĆI OBJEKTI OBJEKTA NA PROIZVODI ZA Kontinuirani DIO I KOJE INNOVACIJE, S NEXTIVE OBJEKTIMA U PARTICU:_x000D_ BY AARTY, u SAT-u nastavljamo proučavati strukturiranje razvojnih institucija industrijskog svijeta i primijeniti to znanje na razvoj rješavača, kao i kao rezultat MAXSAT-ovog najučinkovitijeg razvoja. U CSP SEGUIREMOS_x000D_ UPRAVLJANJE NA PROBLEM KLASAJI KLASAVE. Također ćemo proučiti Algoritmos ZA GEOMETRIČKE INSTANCIJE MAXCSP I Kombinatorne PROBLEME, INTERESTS FOR THEORY OF COMPLEJITY_x000D_ COMPUTATIONAL. IMPORTANTNI NOVI PROJEKT PROJEKTA PROJEKTA U PROVEDBENJU PRACTIČKIH RJEČAČA, UKLJUČUJUĆI NOVI BRANCH-AND-BOUND Algoritmos za MAXSAT, SOFT LEARNING ZA MAXSAT, TECNICAS_x000D_ Poboljšano za VARIABLE Selekciju, portfelje, ETC. Željeli bismo izložiti naš stav u rješavačima COMPETITION I PARTICIATE U SOLUCIJU INDUSTRIJSKIH PROBLEMA. Još jedna značajna VIJESTI U OBJEKTIMA je SE_x000D_ za proširenje okvira za primjenu GEOMETRIC metods kako bi se uključili izomorfizam problema Grafos I drugih SPORAZIVANJE INTERESTS U kombinacijskom I OTHER SCIENCE AREAS. Ovaj novi CILJ nalazi se u prvom nacrtu s međunarodnom obaviješću._x000D__x000D__x000D___x000D__x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D__x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D_ ovo se može odnositi na ENERGY DISTRIBUTION, LOGISTIC APPLIKACIJE, ETC. rješavače DE_x000D_ SAT I MAXSAT ARE TEHNOLOGIES RELATIVNO NEW ZA OPTIMISATION PROBLEMS koji se mogu primijeniti na ova područja. JEDAN OD NAŠIH CILJEVA JE KONSOLIDACIJA MREŽE ISTRAŽIVAČKIH GRUPA U TOM PODRUČJU KAKO BI SE NATJECALI U PRIJAVI ZA EUROPSKE PROJEKTE. (Croatian)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
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+ΤΟ ΈΡΓΟ ΑΥΤΌ ΠΕΡΙΣΤΡΈΦΕΤΑΙ ΓΎΡΩ ΑΠΌ ΤΑ ΠΡΟΒΛΉΜΑΤΑ ΙΚΑΝΟΠΟΊΗΣΗΣ ΚΑΙ ΒΕΛΤΙΣΤΟΠΟΊΗΣΗΣ ΤΩΝ ΠΕΡΙΟΡΙΣΜΏΝ, ΤΌΣΟ ΣΕ ΛΟΓΙΚΈΣ ΠΡΟΤΆΣΕΙΣ (SAT) ΌΣΟ ΚΑΙ ΣΕ ΠΙΟ ΕΚΦΡΑΣΤΙΚΈΣ ΓΛΏΣΣΕΣ ΠΕΡΙΟΡΙΣΜΟΎ (CSP). Προτείνουμε να ζητήσουμε ΕΠΕΝΔΥΣΗ_x000D_ ΣΗΜΕΙΩΜΑ ΣΤΗΝ ΠΕΡΙΟΧΗ ΠΟΥ ΠΡΟΒΛΕΠΟΝΤΑΙ ΤΗ ΔΑΠΑΝΗ ΤΩΝ ΤΕΤΑΡΩΝ ΟΜΑΔΩΝ που συνθέτουν το έργο. Η TASSAT 2 ΕΊΝΑΙ Η ΣΥΝΈΧΙΣΗ ΤΟΥ ΈΡΓΟΥ ΠΟΥ ΤΟ ΔΗΜΙΟΥΡΓΕΊ, ΤΟ TASSAT, ΤΟ ΟΠΟΊΟ ΈΧΕΙ ΉΔΗ ΑΠΟΔΕΊΞΕΙ ΤΗ ΒΙΩΣΙΜΌΤΗΤΆ ΤΟΥ ΚΑΙ ΤΗ ΔΙΑΔΡΟΜΉ ΤΟΥ. Για ΤΟΥΣ, THE_x000D_ ΓΕΝΙΚΟΙ ΣΤΟΧΟΙ που ΠΡΟΤΕΙΝΟΝΤΑΙ για ένα συνεχές μέρος και από άλλες καινοτομίες, με τους NEXTIVE OBJECTIVES INARTICULAR:_x000D_ BY A PARTY, στη SAT συνεχίζουμε να μελετούμε τη διάρθρωση των αναπτυσσόμενων θεσμών του βιομηχανικού κόσμου και να εφαρμόζουμε αυτή τη γνώση στην ανάπτυξη των επιλύτων, καθώς και ως αποτέλεσμα της αποτελεσματικότερης ανάπτυξης της MAXSAT. Στο CSP SEGUIREMOS_x000D_ CONTRIBUTION TO THE PROBLEM OF THE CLASSIFICATION OF WATALITION CLASSES. Θα μελετήσουμε επίσης Algoritmos FOR GEOMETRIC INSTANCES OF MAXCSP and Combinatory PROBLEMS, OF INTERESTS FOR THEORY OF COMPLEJITY_x000D_ COMPUTATIONAL. Ένα ΕΙΣΟΔΗΤΙΚΟ ΝΕΟ ΕΡΓΟ ΤΟΥ ΠΡΟΕΔΡΟΥ ΕΦΑΡΜΟΓΗΣ ΕΡΓΟΥ ΣΤΗΝ ΕΦΑΡΜΟΓΗ ΠΡΑΚΤΙΚΩΝ ΛΥΜΑΤΩΝ, που ΠΕΡΙΛΑΜΒΑΝΟΝΤΑΙ ΝΕΑ ΒΡΑΧΕΙΑΚΗ ΑΛΓΟΡΙΤΜΟΣ ΓΙΑ ΤΗ ΜΑΞΣΑΤ, TECNICAS_x000D_ Βελτιώθηκε για την επιλογή VARIABLE, χαρτοφυλάκια, ETC. Θέλουμε να προβάλουμε την παρέμβασή μας σε ΑΝΤΑΓΩΝΙΣΤΕΣ ΑΝΤΑΓΩΝΙΣΜΟΥ και ΣΥΜΜΕΤΟΧΗΣ στη ΛΥΞΗ των ΒΙΟΜΗΧΑΝΙΚΩΝ ΠΡΟΓΡΑΜΜΑΤΩΝ. Μια άλλη σημαντική ΝΕΑ ΣΤΟΥΣ ΣΤΟΧΟΥΣ είναι το SE_x000D_ να επεκταθεί το πλαίσιο για την εφαρμογή των GEOMETRIC metods ώστε να συμπεριληφθούν τα προβλήματα ισομορφισμού του Grafos και άλλων ΔΡΟΜΩΝ ΕΝΔΙΑΦΕΡΟΝΤΩΝ σε συνδυαστικές και άλλες περιοχές SCIENCE. Ο παρών ΝΕΟΣ ΣΤΟΧΟΣ παρατίθεται στο πρώτο σχέδιο που περιέχει διεθνή ανακοίνωση._x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D_x000D__x000D__x000D__x000D__x000D__x000D_x000D_x000D__x000D___x000D___x000D__x000D__x000D__x000D__x000D D__x000D__x000D__x000D__x000D___x000D__x000D___x000D__x000D__x000D__x000D_x000D_x000D__x000D__x000D__x000D__x000D__x000D_x000D_x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D αυτό μπορεί να αναφέρεται σε ENERGY DISTRIBUTION, LOGISTIC APPLICATIONS, ETC. solvers DE_x000D_ SAT AND MAXSAT ARE TECHNOLOGIES RELATIVELY NEW FOR OPTIMISATION PROBLEMS που μπορεί να εφαρμοστεί σε αυτούς τους τομείς. ΈΝΑΣ ΑΠΌ ΤΟΥΣ ΣΤΌΧΟΥΣ ΜΑΣ ΕΊΝΑΙ Η ΕΔΡΑΊΩΣΗ ΕΝΌΣ ΔΙΚΤΎΟΥ ΕΡΕΥΝΗΤΙΚΏΝ ΟΜΆΔΩΝ ΣΤΗΝ ΠΕΡΙΟΧΉ, ΠΡΟΚΕΙΜΈΝΟΥ ΝΑ ΑΝΤΑΓΩΝΙΣΤΟΎΜΕ ΣΤΗΝ ΑΊΤΗΣΗ ΓΙΑ ΕΥΡΩΠΑΪΚΆ ΈΡΓΑ. (Greek)
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+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
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+TENTO PROJEKT SA TÝKA PROBLÉMOV SPOKOJNOSTI A OPTIMALIZÁCIE OBMEDZENÍ, A TO TAK V LOGICKOM NÁVRHU (SAT), AKO AJ V EXPRESÍVNEJŠÍCH REŠTRIKČNÝCH JAZYKOCH (CSP). Snažíme sa požiadať o INVESTIGATION_x000D_ POINTER V TOM NÁKLADE ZÁKLADNÝCH VÝROBKOV štyroch GROUPS tvoriacich PROJEKT. TASS 2 JE POKRAČOVANIE PROJEKTU, KTORÝ PONÚKA TO, TASS, KTORÝ UŽ PREUKÁZAL SVOJU ŽIVOTASCHOPNOSŤ A TRASU. Pre TÚ, THE_x000D_ GENERAL OBJEDNÁVKY, že sme PROPONE US PRE kontinuálnu ČASŤ A ĎALŠIE INOVÁCIE, S NEXTIVE OBJEDNÁVKY V ČASTI:_x000D_ BY PARTY, v SAT pokračujeme v štúdiu štruktúry rozvíjajúcich sa inštitúcií priemyselného sveta a aplikujeme tieto poznatky na vývoj riešiteľov, ako aj na základe najefektívnejšieho vývoja spoločnosti MAXSAT. V CSP SEGUIREMOS_x000D_ CONTRIBUTION K PROBLÉMU ZÁKLADNÝCH ZÁKLADOV OBCHODNÝCH RESTRICIÁCIE. Budeme tiež študovať Algoritmos pre GEOMETRICKÝCH INŠTÁCIE MAXKSP A Kombinačné PROBLEMS, INTERESTS pre SPOLOČNOSTI_x000D_ COMPUTATIONAL. Dôležité NOVÉ PROJEKTY PRESENTNÉHO VYKONÁVACIEHO VYKONÁVANIA PRAKTICKÝCH riešičov, VYHLÁSENIE NOVÝCH BRANCH-AND-BOUND Algoritmos pre MAXSAT, SOFT LEARNING FOR MAXSAT, TECNICAS_x000D_ Vylepšené pre výber VARIABLE, portfóliá, ETC. Chceli by sme sa vynakladať na našu PRESENCIU u riešiteľov SPOLOČNOSTI A ÚČINNOSŤ V SOLUTION INDUSTRIALÝCH PROBLEMS. Ďalšie významné NEWS IN BEZPEČNOSTI JE SE_x000D_ rozšíriť rámec pre aplikáciu GEOMETRIC metodov tak, aby zahŕňal problémy izomorfizmu Grafosu a iných STRUCTURES INTEREStov v kombinácií a iných SCIENCE AREAS. Tento nový CIEĽ je uvedený v prvom návrhu, ktorý obsahuje medzinárodné oznámenie._x000D__x000D__x000D__x000D__x000D__x000D_x000D_x000D__x000D__x000D__x000D__x000D_x000D___x000D__x000D__x000D__x000D__x000D_x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D___x000D__x000D___x000D__x000D__x000D__x005 F_x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D_ toto sa môže vzťahovať na ENERGY DISTRIBUTION, LOGISTICKÉ APPLIKÁCIE, ETC. riešiče DE_x000D_ SAT AND MAXSAT ARE TECHNOLOGIES RELATIVELY NEW FOR OPTIMISATION PROBLEMS, ktoré sa môžu vzťahovať na tieto oblasti. JEDNÝM Z NAŠICH CIEĽOV JE KONSOLIDOVAŤ SIEŤ VÝSKUMNÝCH SKUPÍN V TEJTO OBLASTI, ABY MOHLI SÚŤAŽIŤ PRI PODÁVANÍ ŽIADOSTÍ O EURÓPSKE PROJEKTY. (Slovak)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
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Calendar Gregorian
Precision 1 day
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+TÄSSÄ HANKKEESSA KÄSITELLÄÄN ONGELMIA, JOTKA LIITTYVÄT RAJOITUSTEN TYYTYVÄISYYTEEN JA OPTIMOINTIIN SEKÄ LOOGISISSA EHDOTUKSISSA (SAT) ETTÄ ILMAISULLISEMMILLA RAJOITUSKIELILLÄ (CSP). Me toimimme REQUEST INVESTIGATION_x000D_ POINTER TÄMÄN TÄMÄN OHJELMA TÄMÄN HANKEEN SUOJAUKSEN SUOJAUKSEN TUOTTEEN. TASSAT 2 ON JATKOA HANKKEELLE, TASSATILLE, JOKA ON JO OSOITTANUT ELINKELPOISUUTENSA JA REITTINSÄ. Heille, THE_x000D_ YLEISET OBJECTIVES TÄMÄN OHJELMA KÄYTTÄMINEN OBJECTIVES TÄYTTÄMINEN OBJECTIVES TÄMÄN PARTICULAR:_x000D_ BY A PARTY, SAT me jatkamme jäsentelyä teollisuusmaailman kehittyvien instituutioiden ja soveltaa tätä tietoa kehittämiseen ratkaisejia, sekä tuloksena MAXSATin tehokkain kehitys. CSP SEGUIREMOS_x000D_ CONTRIBUTION to the PROBLEM of the CLASSIFICATION OF Treatable RESTRITION CLASSES. Tutkimme myös Algoritmos FOR GEOMETRIC INSTANCES of MAXCSP and Combinatory PROBLEMS, OF INTERESTS FOR THEORY OF COMPLEJITY_x000D_ COMPUTATIONAL. TÄYTÄNTÖÖNPANOPÄÄTÖKSEN HANKEEN TÄYTÄNTÖÖNPANOPIMUKSEN TÄYTÄNTÖÖNPANOPIMUKSEN TÄYTÄNTÖN TÄYTÄNTÖÖNPANOPIMUKSEKSI PRACTICAL-ratkaisijoiden, UUSIEN BRANCH-AND-BOUND-algoritmien, MAXSATin, MAXSATin, TECNICAS_x000D_ parannetun VARIABLE-valinnan, salkut, ETC. Ovat halukkaita osallistumaan ratkaisijoiden kilpailuihin ja osakkuuksiin INDUSTRIAL PROBLEMS: ssä. Toinen merkittävä NEWS OBJECTIVES on SE_x000D_ laajentaa GEOMETRIC metods soveltamisen puitteet koskemaan isomorfisia ongelmia Grafos ja muut KOHDOT Yhdistelmä- JA MUIDEN SÄÄNNÖKSET. Tämä UUSI OBJECTIVE on ensimmäisessä luonnoksessa, jolla on kansainvälinen ilmoitus._x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D_x000D___x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D d__x000D__x000D___x000D__x000D___x000D__x000D___x000D__x000D__x005 F_x000D__x000D___x000D__x000D__x000D__x000D__x005 F_x000D___x000D__x000D__x000D___x000D___x000D_x000D_x000D_x000D_x000D, LOGISTIC APPLICATIONS, ETC. Ratkaisijat DE_x000D_ SAT JA MAXSAT ON TEKHNOLOGIES RELATIVELY NEW FOR OPTIMISATION PROBLEMS, joita voidaan soveltaa näillä alueilla. YKSI TAVOITTEISTAMME ON VAHVISTAA ALAN TUTKIMUSRYHMIEN VERKOSTOA KILPAILLAKSEEN EUROOPPALAISTEN HANKKEIDEN HAKEMISESSA. (Finnish)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
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Calendar Gregorian
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+PROJEKT TEN DOTYCZY PROBLEMÓW SATYSFAKCJI I OPTYMALIZACJI OGRANICZEŃ, ZARÓWNO W PROPOZYCJACH LOGICZNYCH (SAT), JAK I W BARDZIEJ WYRAZISTYCH JĘZYKACH OGRANICZEŃ (CSP). WE PROPOZYCJE DO WYMAGANIA_x000D_ POINTER W TEGO AREA PROVIDECE FOUR GROUPs komponujących PROJEKT. TASSAT 2 JEST KONTYNUACJĄ PROJEKTU, KTÓRY GO NAPĘDZA, TASSAT, KTÓRY JUŻ WYKAZAŁ SWOJĄ RENTOWNOŚĆ I TRASĘ. Dla THEY, THE_x000D_ OGENERALNE OBJĘCIA OCHRONA NA NAJLEPSZYCH CZĘŚCI I INNYCH INNOVACJI, Z NEXTIVE OBJECTIVE:_x000D_ BY A PARTY, w SAT nadal badamy strukturę rozwijających się instytucji świata przemysłowego i stosować tę wiedzę do rozwoju rozwiązujących, jak również w wyniku najbardziej efektywnego rozwoju MAXSAT. W CSP SEGUIREMOS_x000D_ CONTRIBUTION DO PROBLEM KLASYFIKACJI KLASYFIKACJI RESTRICYJNYCH. Będziemy również badać Algoritmos FOR GEOMETRIC INSTANCES OF MAXCSP AND Combinatory PROBLEMS, OF INTERESTS FOR THEORY OF COMPLEJITY_x000D_ COMPUTATIONAL. Ważny NOWY PROJEKT WYKONAWCZEJ WYKONAWCZEJ PROJEKTU WYKONAWCZEJ WYKONAWCZEJ Rozwiązań PRAKTYCZNYCH, WYKONAWCZENIE NOWYCH IMPLEMENTÓW BRANCH-AND-BOUND Algoritmos FOR MAXSAT, SOFT LEARNING FOR MAXSAT, TECNICAS_x000D_ Improved for VARIABLE Selection for MAXSAT, SOFT LEARNING FOR MAXSAT, TECNICAS_x000D_ Improved For VARIABLE Selection, portfolios, ETC. Kolejnym znaczącym nowościami w celach jest SE_x000D_, aby rozszerzyć ramy stosowania metod GEOMETRIC tak, aby obejmowały problemy izomorfizmu Grafos I inne STRUKTURY INTERESTÓW w połączeniu I INNE SCIENCE AREAS. Niniejszy NOWY cel określony jest w pierwszym projekcie, który zawiera zawiadomienie międzynarodowe._x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D___x000D__x000D__x000D__x000D___x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D___x000D__x000D___x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D___x000D___x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x_x000D__x000D__x000D__x000D__x000D___x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D___x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D może to odnosić się do ENERGY DISTRIBUTION, LOGISTICATIONS, ETC. solvers DE_x000D_ SAT I MAXSAT ARE TECHNOLOGIES RELATIVELY NEW FOR OPTIMISATION PROBLEMS, które mogą być stosowane w tych obszarach. JEDNYM Z NASZYCH CELÓW JEST KONSOLIDACJA SIECI GRUP BADAWCZYCH W TEJ DZIEDZINIE, ABY KONKUROWAĆ WE WNIOSKACH O PROJEKTY EUROPEJSKIE. (Polish)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
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Calendar Gregorian
Precision 1 day
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+EZ A PROJEKT AZ ELÉGEDETTSÉG ÉS A KORLÁTOZÁSOK OPTIMALIZÁLÁSÁNAK PROBLÉMÁIRA IRÁNYUL, MIND A LOGIKAI JAVASLAT (SAT), MIND PEDIG A HATÁROZOTTABB KORLÁTOZÁSI NYELVEK (CSP) TERÉN. Célunk, hogy a PROJEKT-t alkotó harmadik generációk KÖVETKEZTETÉSÉNEK ELJÁRÁSA_x000D_ POINTER A TERÜLETÉN KÖVETKEZTETŐ TERMÉKEKRE VONATKOZÓ TERMÉKEKET. TASSAT 2 A FOLYTATÁSA A PROJEKT, AMELY KIVÁLTJA AZT, TASSAT, AMELY MÁR BIZONYÍTOTTA ÉLETKÉPESSÉGÉT ÉS ÚTVONALÁT. A TEKINTŐK, AZ X000D_ ÁLTALÁNOS CÉLKITŰZÉSEK A FELTÜNTETENDŐ FELTÉTELEK ÉS EGYÉB INNOVÁCIÓK, A PARTICULAR:_x000D_ BY PARTICULAR:_x000D_ A SZAT-ban továbbra is tanulmányozzuk az ipari világ fejlődő intézményeinek strukturálását, és ezt a tudást alkalmazzuk a megoldók fejlődésére, valamint a MAXSAT leghatékonyabb fejlődésének eredményeként. A CSP SEGUIREMOS_x000D_ CONTRIBUTION A KIZÁRÓSÁGI TARTALMAZATOK VONATKOZÓ KÖVETKEZTETÉSE. Mi is tanulmányozni Algoritmos A GEOMETRIC INSTANCES A MAXCSP és kombinált PROBLEMS, A INTERESTS AZ ÉRTÉKELÉSEK A COMPLEJITY_x000D_ COMPUTATIONAL. A PRACTICAL megoldók, az új BRANCH-AND-BOUND Algoritmos a MAXSAT, a MAXSAT, a MAXSAT, a TECNICAS_x000D_ javítása a VARIABLE Selection, a portfoliók, az ETC számára. Egy másik figyelemre méltó HÍREK A SE_x000D_ a GEOMETRIC metódák alkalmazási keretének kiterjesztése a Grafos és egyéb, a kombinátoros és egyéb TITIKÁCIÓK izomorfizmusával kapcsolatos problémákra. Ez az új CÉLKITŰZÉS az első tervezetben található, amely nemzetközi értesítést tartalmaz._x000D__x000D___x000D___x000D___000D__x000D___x000D___x000D__x000D___x000D___000D___000D___x000D__x000D__x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D__x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___ ez vonatkozhat ENERGIA DISTRIBUTION, LOGISTIC APPLIKÁCIÓK, ETC. megoldók DE_x000D_ SAT ÉS MAXSAT ARE TECHNOLOGIÁK RELATÍV ÚJ OPTIMISATION PROBLEMS, amely alkalmazható ezeken a területeken. EGYIK CÉLUNK A KUTATÓCSOPORTOK HÁLÓZATÁNAK MEGSZILÁRDÍTÁSA A TERÜLETEN, HOGY VERSENYEZHESSÜNK AZ EURÓPAI PROJEKTEK PÁLYÁZATÁBAN. (Hungarian)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
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Calendar Gregorian
Precision 1 day
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+TENTO PROJEKT SE TOČÍ KOLEM PROBLÉMŮ SPOKOJENOSTI A OPTIMALIZACE OMEZENÍ, A TO JAK V LOGICKÝCH PROPOZIČNÍCH (SAT), TAK V EXPRESIVNĚJŠÍCH RESTRIKTIVNÍCH JAZYCÍCH (CSP). Navrhujeme, abychom požadovali INVESTIGATION_x000D_ POINTER V této oblasti prošel EXPERIENCE Čtvrtých GROUPS tvořících PROJECT. TASSAT 2 JE POKRAČOVÁNÍM PROJEKTU TASSAT, KTERÝ JIŽ PROKÁZAL SVOU ŽIVOTASCHOPNOST A TRASU. Pro ně, THE_x000D_ GENERÁLNÍ OBJEKTIVY, že jsme pro nás pro kontinuální část a další INNOVACE, S NEXTIVE OBJEKTIVES V PARTICULÁR:_x000D_ BY A PARTY, v SAT pokračujeme ve studiu strukturování rozvíjejících se institucí průmyslového světa a aplikovat tyto znalosti na vývoj řešitelů, stejně jako výsledek nejefektivnějšího rozvoje společnosti MAXSAT. V CSP SEGUIREMOS_x000D_ CONTRIBUTION to the PROBLEM of the CLASSIFICATION of Treatable RESTRITION CLASSES. Budeme také studovat Algoritmos PRO GEOMETRIC INSTANCES MAXCSP and Combinatory PROBLEMS, OF INTERESTS FOR THEORY OF COMPLEJITY_x000D_ COMPUTATIONAL. Důležitý nový PROJEKT PRESENTNÍHO PROJEKTU IMPLEMENTACE PRACTICKÝCH řešičů, včetně nových algoritmů BRANCH-AND-BOUND FOR MAXSAT, SOFT LEARNING FOR MAXSAT, TECNICAS_x000D_ Vylepšená pro výběr VARIABLE, portfolií, ETC. Snažíme se vystavit naše PRESENCE v řešitelích COMPETITIONS a PARTICIPATE v rámci řešení problémů s INDUSTRIAL PROBLEMSLE. Další signifikantní NOVINKY V OBJEKTIVÁCH JE SE_x000D_ rozšířit rámec pro aplikaci metod GEOMETRIC tak, aby zahrnoval problémy izomorfismu Grafos A další STRUCTURES OF INTERESTS IN combinatory and Další SCIENCE AREAS. Tento nový OBJECTIVE je uveden v prvním návrhu, který obsahuje mezinárodní oznámení._x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D_ to se může týkat ENERGY DISTRIBUTION, LOGISTICKÉ APPLIKACE, ETC. řešitelé DE_x000D_ SAT A MAXSAT ARE TECHNOLOGIES RELATIVELY NEW PRO OPTIMISATION PROBLEMS, které mohou být použity v těchto oblastech. JEDNÍM Z NAŠICH CÍLŮ JE KONSOLIDOVAT SÍŤ VÝZKUMNÝCH SKUPIN V TÉTO OBLASTI, ABY BYLO MOŽNÉ SOUTĚŽIT V PŘIHLÁŠCE EVROPSKÝCH PROJEKTŮ. (Czech)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
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Calendar Gregorian
Precision 1 day
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+ŠIS PROJEKTS IR SAISTĪTS AR APMIERINĀTĪBAS UN IEROBEŽOJUMU OPTIMIZĀCIJAS PROBLĒMĀM GAN LOĢISKĀ PRIEKŠLIKUMĀ (SAT), GAN IZTEIKSMĪGĀKĀS IEROBEŽOJUMU VALODĀS (CSP). Mēs piedāvājam pieprasīt INVESTIGATION_x000D_ POINTER IN THIS AREA PROVIDED izstāde četru GROUPS, kas veido PROJECT. TASSAT 2 IR TURPINĀJUMS PROJEKTAM, KAS TO RADA, TASSAT, KAS JAU IR PIERĀDĪJIS SAVU DZĪVOTSPĒJU UN MARŠRUTU. Attiecībā uz tiem, THE_x000D_ GENERAL OBJECTIVES, KAS PROPONE US FOR A Continuous PART UN BY CITHER INNOVATIONS, AR NEXTIVE OBJECTIVES PARTICULAR:_x000D_ BY A PARTY, SAT mēs turpinām pētīt industriālās pasaules jaunattīstības iestāžu strukturēšanu un piemērot šīs zināšanas risinātāju attīstībai, kā arī MAXSAT visefektīvākās attīstības rezultātā. In CSP SEGUIREMOS_x000D_ CONTRIBUTION to the PROBLEMEM of the Treatable RESTRITION CLASSIFICATION. Mēs arī studēsim Algoritmos FOR GEOMETRIC INSTANCES OF MAXCSP AND Combinatory PROBLEMS, OF INTERESTS FOR THE THE THE COMPLEJITY_x000D_ COMPUTATIONAL. INCLUDING NEW BRANCH-AND-BOUND Algoritmos FOR MAXSAT, SOFT LEARNING FOR MAXSAT, TECNICAS_x000D_ Uzlabots VARIABLE Selection, portfeļi, ETC. WE WANT TO EXPAND OUR PRESENCE INFORMĀCIJAS KOMPENCIJAS UN PARTICIPATE INDUSTRIAL PROBLEMS. Vēl viens nozīmīgs JAUNS MĒRĶIS ir SE_x000D_ paplašināt GEOMETRIC metods piemērošanas sistēmu, iekļaujot Grafosa izomorfisma problēmas un citus INTERESTU STRUCTURES, kas saistīti ar kombinēto UN CITU ZINĀŠANAI. Šis JAUNS MĒRĶIS ir izklāstīts pirmajā projektā, kurā ir starptautisks paziņojums._x000D__x000D__x000D__x000D__x000D__x000D___x000D___x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D___x000D___x000D___x000D___x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D___x000D___x000D___x000D___x000D___x000D__x000D__x000D__x000D___x000D___x000D___x000D__x000D___x000D___x000D___x000D___x000D___x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D___x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D tas var attiekties uz ENERGY DISTRIBUTION, LOGISTIC APPLICATIONS, ETC. risinātājiem DE_x000D_ SAT UN MAXSAT ARE TECHNOLOGIES RELATIVELY NEW OPTIMISATION PROBLEMS, ko var izmantot šajās jomās. VIENS NO MŪSU MĒRĶIEM IR KONSOLIDĒT PĒTNIECĪBAS GRUPU TĪKLU ŠAJĀ JOMĀ, LAI KONKURĒTU AR PIETEIKUMU IESNIEGŠANU EIROPAS PROJEKTIEM. (Latvian)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
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+BAINEANN AN TIONSCADAL SEO LEIS NA FADHBANNA A BHAINEANN LE SÁSAMH AGUS BARRFHEABHSÚ NA SRIANTA, I DTÉARMAÍ LOIGHCE (SAT) AGUS I DTEANGACHA SRIANTA NÍOS SOILÉIRE (CSP). Cuirimid fáilte roimh INVESTIGATION_x000D_ POINTER IN STIÚRTHÓIREACHT AN CHÚIRTEANNA A BHAINEANN LEIS AN PRIOECT. IS TASSAT 2 LEANÚINT LEIS AN TIONSCADAL A ENGENDERS SÉ, TASSAT, A LÉIRIGH CHEANA FÉIN A INMHARTHANACHT AGUS BEALACH. Maidir leis seo, AN_x000D_ GENERAL MAIDIR LEIS AN RÉIGIÚN AR LEITH AR CHÁIRT Leanúnach AGUS AR GHNÍOMHAÍOCHTAÍ EILE, LEIS AN OBHAR NEXTIVE IN PÁIRTITHE: _x000D_ BY CUIDEACHTAÍ, i SAT leanaimid orainn ag déanamh staidéir ar struchtúrú institiúidí forbartha an domhain thionsclaíoch agus an t-eolas seo a chur i bhfeidhm maidir le forbairt SOLVERS, chomh maith leis an bhforbairt is éifeachtaí ag MAXSAT. I CSP SEGUIREMOS_x000D_ CONTRIBUTION to the PROBLEM of the CLASSIFICATION of Treatable Restrition CLASSES. Déanfaimid staidéar freisin ALGORITMOS FOR GEOMETRIC INSTANCES OF MAXCSP and Combinatory PROBLEMS, OF INTERESTS FOR THEORY OF COMPLEJITY_x000D_ COMPUTATIONAL. Clár NUA TÁIRGEADAIS AN PRÓITÉIGH EORPACH I bhfeidhmiú na mbraiteoirí, TECNICAS_x000D_ Feabhsaithe le haghaidh Roghnú Vascaill, punanna, ba cheart a bheith ag teastáil chun suíomh a fháil i gcomórtais agus i bpáirteanna i mbrainsí poist. Is é an SE_x000D_ an creat le haghaidh cur i bhfeidhm METODS GEOMETRIC a leathnú chun fadhbanna isomorphism NA GRAFOS agus STRUCTURES eile de chuid INTERESTS i limistéir COMBINATORY agus EILE a chur san áireamh. Leagtar amach an Treoir NUA seo sa chéad dréacht a bhfuil fógra idirnáisiúnta aige._x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D___x000D___x000D__x000D__x000D__x000D__x000D___x000D___x000D___x000D__x000D__x000D__x000D__x000D___x000D__x000D___x000D__x000D___x000D__x000D__x000D__x005 F_x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D___x000D___x000D___x000D___x000D_ F_x000D___x000D_ D’fhéadfadh sé go dtagródh sé seo do DHÉANAMH FÓGY, iarratais LOGISTIC, ETC. SOLVERS DE_x000D_ SAT agus MAXSAT A BHAINEANN LE TECHNOLOGIES NUA A BHFUIL OPTIMISATION PROBLEMS a fhéadfar a chur i bhfeidhm ar na réimsí seo. CEANN DE NA CUSPÓIRÍ ATÁ AGAINN NÁ LÍONRA GRÚPAÍ TAIGHDE SA RÉIMSE A CHOMHDHLÚTHÚ D’FHONN DUL SAN IOMAÍOCHT SAN IARRATAS AR THIONSCADAIL EORPACHA. (Irish)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
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Calendar Gregorian
Precision 1 day
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+TA PROJEKT SE VRTI OKOLI PROBLEMOV ZADOVOLJSTVA IN OPTIMIZACIJE OMEJITEV, TAKO V LOGIČNEM PREDLOGU (SAT) KOT V IZRAZITEJŠIH OMEJEVALNIH JEZIKIH (CSP). Predlagamo, da zahtevate INVESTIGATION_x000D_ POINTER V TEGA AREA PROVIDERA IZVAJANJE Četrte skupine, ki sestavljajo PROJEKT. TASSAT 2 JE NADALJEVANJE PROJEKTA, KI GA VODI, TASSAT, KI JE ŽE DOKAZAL SVOJO SPOSOBNOST PREŽIVETJA IN PROGO. Za THEY, THE_x000D_ GENERALNE OBJEKTI, ki so PROPONE US ZA stalno DEL IN DRUGE INNOVATIONS, Z NEXTIVE OBJEKTI V PARTICULAR:_x000D_ Z DELOM, v SAT nadaljujemo s preučevanjem strukturiranja razvojnih institucij industrijskega sveta in da to znanje uporabimo za razvoj reševalcev, kot tudi kot rezultat najučinkovitejšega razvoja MAXSAT-a. V CSP SEGUIREMOS_x000D_ KONTRIBUCIJI ZA PROBLEM CLASSIFIKACIJE Zakladnih RESTRICIJ. Preučili bomo tudi Algoritmos ZA GEOMETRIČNE INSTANCIJE MAXCSP IN kombiniranih PROBLEMS, INTERESTS ZA TEORIJO COMPLEJITY_x000D_ COMPUTATIONAL. IMPORTANT NEW PROJEKT PREDSTAVNIK IMPLEMENTATION V IMPLEMENTATION of PRACTICAL reševalci, VKLJUČENO NEW BRANCH-AND-BOUND Algoritmos ZA MAXSAT, SOFT LEARNOST ZA MAXSAT, TECNICAS_x000D_ Izboljšano za VARIABLE izbor, portfelji, ETC. Želite IZVAJANJE NAŠE PRESENCIJE V rešiteljih COMPETITION IN PARTICIPATE V SOLUTION INDUSTRIALNI PROBLEMS. Še ena pomembna NOVICE V OBJEKTIH JE SE_x000D_ razširiti okvir za uporabo GEOMETRIC metods, da bi vključili težave z izomorfizmom Grafosa IN drugih STRUKTUROV INTERESOV v kombiniranih IN DRUGIH SKUPNOSTI. Ta NEW OBJEKTI je naveden v prvem osnutku mednarodnega obvestila._x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D___x000D___x000D___x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D___x000D__x000D__x000D__x000D_ to se lahko nanaša na ENERGY DISTRIBUTION, LOGISTICNE PRILOGE, ETC. reševalci DE_x000D_ SAT IN MAXSAT ARE TEHNOLOGIJE NEW ZA OPTIMISIJE PROBLEMS, ki se lahko uporabljajo na teh območjih. EDEN OD NAŠIH CILJEV JE UTRDITI MREŽO RAZISKOVALNIH SKUPIN NA TEM PODROČJU, DA BI LAHKO TEKMOVALI PRI PRIJAVI ZA EVROPSKE PROJEKTE. (Slovenian)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
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+ТОЗИ ПРОЕКТ СЕ ВЪРТИ ОКОЛО ПРОБЛЕМИТЕ НА УДОВЛЕТВОРЕНОСТТА И ОПТИМИЗИРАНЕТО НА ОГРАНИЧЕНИЯТА, КАКТО В ЛОГИЧЕСКИТЕ ПРЕДЛОЖЕНИЯ (SAT), ТАКА И В ПО-ИЗРАЗИТЕЛНИТЕ ОГРАНИЧАВАЩИ ЕЗИЦИ (CSP). Ние ДОКУМЕНТ НА ИНВЕСТИГАЦИЯ_x000D_ ПОИНТЪР В този АРЕА ИЗРАЗЯВАНЕ НА Четирите ГРУПА, съставящи проекта. TASSAT 2 Е ПРОДЪЛЖЕНИЕ НА ПРОЕКТА, КОЙТО ГО ПОРАЖДА, TASSAT, КОЙТО ВЕЧЕ Е ДОКАЗАЛ СВОЯТА ЖИЗНЕСПОСОБНОСТ И МАРШРУТ. За тях, THE_x000D_ ОБЕКТИВНИ ОБЕКТИВА, че сме ни осигурили непрекъсната ЧАСТ И ОТ ДРУГИ ИНОВАЦИИ, С НЕКСТВИВНИ ЦЕЛИ В ЧАРТИЧА:_x000D_ ОТ ЧАСТ, в САТ продължаваме да изучаваме структурирането на развиващите се институции на индустриалния свят и да прилагаме това знание към развитието на решаващите, както и в резултат на най-ефективното развитие на MAXSAT. В CSP SEGUIREMOS_x000D_ CONTRIBUTION TO THE PROBLEM OF THE CLASSIFICATION OF Treatable RESTRITION CLASSES. Ние също така ще проучи Algoritmos за GEOMETRIC INSTANCES OF MAXCSP AND Combinatory PROBLEMS, OF INTERESTS FOR THEORY OF COMPLEJITY_x000D_ COMPUTATIONAL. Важен нов ПРОЕКТ НА ПРЕДСТАВИТЕЛНИЯ ПРОЕКТ ИЗПЪЛНЕНИЕ В ИЗПЪЛНЕНИЕТО НА ПРАКТИЧНИТЕ решители, ВКЛЮЧВАНЕ НОВИ БРАНЧ-И-БУНД Алгоритмос ЗА MAXSAT, СОФТ ЗА MAXSAT, TECNICAS_x000D_Подобрен за избор на VARIABLE, портфейли, ETC. Искахме да изнесем нашето председателство в рамките на конкурсите за решаване на спорове и ЧАРТИКАТИ в РЕШЕНИЕТО НА ИНДУСТРИАЛНИТЕ ПРОБЛЕМИ. Други значими НОВИНИ В ЦЕЛИТА Е SE_x000D_ за разширяване на рамката за прилагане на GEOMETRIC методи, така че да включва проблеми с изоморфизма на Grafos и други СТРУКУРИ НА ИНТЕРЕСТИ в комбинаторна и ДРУГИ НАУЧНА СРЕДА. Настоящата НОВА ЦЕЛ е изложена в първия проект с международно известие._x000D__x000D__x000D___x000D___x000D_x000D___x000D_x000D___x000D_x000D__x000D___x000D__x000D__x000D___x000D___x000D___x000D__x000D___x000D___x000D_x000D___x000D__x000D___x000D___x000D__x000D__x000D__x000D__x000D_x000D___x000D___x000D__x000D___x000D___x000D___x000D___x000D___x000D_x000D___x000D___x000D___x000D_x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000 г. това може да се отнася до ENERGY DISTRIBUTION, LOGISTIC APPLICATIONS, ETC. solvers DE_x000D_ SAT И MAXSAT ARE TECHNOLOGIES RELATIVELY NEW FOR OPTIMISATION PROBLEMS, които могат да се прилагат в тези области. ЕДНА ОТ ЦЕЛИТЕ НИ Е ДА КОНСОЛИДИРАМЕ МРЕЖА ОТ ИЗСЛЕДОВАТЕЛСКИ ГРУПИ В ТАЗИ ОБЛАСТ, ЗА ДА СЕ КОНКУРИРАМЕ ПРИ КАНДИДАТСТВАНЕТО ЗА ЕВРОПЕЙСКИ ПРОЕКТИ. (Bulgarian)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
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Calendar Gregorian
Precision 1 day
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+DAN IL-PROĠETT IDUR MADWAR IL-PROBLEMI TA’ SODISFAZZJON U OTTIMIZZAZZJONI TAR-RESTRIZZJONIJIET, KEMM FI PROPOŻIZZJONI LOĠIKA (SAT) KIF UKOLL F’LINGWI TA’ RESTRIZZJONI AKTAR ESPRESSIVI (CSP). Aħna nippromwovu biex JAGĦRAF INVESTIGAZZJONI_x000D_ POINTER F’ DIN IL-QASAM PROVIDETI L-ESPERĊJA TAL-GROUPS FOUR li jikkomponu l-PROJECT. TASSAT 2 HIJA L-KONTINWAZZJONI TAL-PROĠETT LI JINKLUDIH, TASSAT, LI DIĠÀ WERA L-VIJABBILTÀ U R-ROTTA TIEGĦU. Għall TIEGĦU, THE_x000D_ OBJETTIVI ĠENERALI LI JIPPROPOĠĠIXXI SU GĦAL PARTIJIET Kontinwu U INNOVAZZJONIJIET OĦRA, BIL-GĦANJETTIVI NEXTIVA FL PARTIKULAR:_x000D_ BY A PARTIJIET, fis-SAT inkomplu nistudjaw l-istrutturar ta ‘l-istituzzjonijiet li qed jiżviluppaw tad-dinja industrijali u biex japplikaw dan l-għarfien għall-iżvilupp ta’ solvers, kif ukoll bħala riżultat ta ‘żvilupp l-aktar effettiv MAXSAT tal. Fis-CSP SEGUIREMOS_x000D_ KONTRIBUZZJONI GĦALL-PROBLEM TAL-KLASSIZZJONI TAL-KLASSIZZJONI Ttrattata. Aħna se tistudja wkoll Algoritmos għall-INSTANCES GEOMETRIC TAL MAXCSP U PROBLEMS Kombinatorja, TA ‘INTERESTI GĦALL-ORIJA TA’ COMPLEJITY_x000D_ KOMPUTAZZJONI. PROJECT IMPORTANTI IMPORTANTI TAL-IMPOJECT PREĊENTI IMPLIMENTAZZJONI FIL-IMPLEMENTAZZJONI TA’ solvers PRATTIKA, JINKLU L-Algoritmos għal MAXSAT, JINKLU NEW BRANCH-AND-BOUND Algoritmos għal MAXSAT, TECNICAS_x000D_ Għażla mtejba għall-VARIABLE, portafolli, ETC. WE Want to EXPAND OUR PRESENCE IN solvers KOMPETIZZJONIJIET U PARTIĊIPAZZJONI FIL-SOLUZZJONI TA ‘PROBLEMS INDUSTRIJALI. Ieħor NEWS sinifikanti F’GĦAN JIEĦDU L-SE_x000D_ biex jiġi estiż il-qafas għall-applikazzjoni tal-metods GEOMETRIC biex jinkludi problemi ta’ isomorfiżmu ta’ Grafos U STRUTURI Oħrajn TA’ INTERESTIJIET FIL-Kombinatorju U AREAS SIKENZA OĦRA. Din l-OBJETTIVA EW hija mniżżla fl-ewwel abbozz li għandu avviż internazzjonali._x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D___x000D__x000D___x000D___x000D___x000D___x000D__x000D___x000D___x000D__x000D___x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D___X000D_ APPLIKAZZJONI LOGISTICI, ETC solvers DE_x000D_ SAT U MAXSAT ARE TECHNOLOGIES NEW għal PROBLEMS OPTIMISATION li jistgħu jiġu applikati għal dawn l-oqsma. WIEĦED MILL-GĦANIJIET TAGĦNA HUWA LI NIKKONSOLIDAW NETWERK TA’ GRUPPI TA’ RIĊERKA FIL-QASAM SABIEX NIKKOMPETU FL-APPLIKAZZJONI GĦAL PROĠETTI EWROPEJ. (Maltese)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
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+O PRESENTE PROJECTO REVOLVE OS PROBLEMAS DE SATISFAÇÃO E OPTIMIZAÇÃO DAS RESTRIÇÕES, NAS LÍNGUAS DE PROPOSIÇÃO LÓGICA (SAT) E NAS LÍNGUAS DE RESTRIÇÃO MAIS EXPRESSIVAS (CSP). PROPOSTAS PARA PEDIDO DE INVESTIGAÇÃO_x000D_ POINTER NESTA ÁREA FORNECIDA A EXPERIÊNCIA DOS QUATRO GRUPOS QUE COMPONEM O PROJETO. TASSAT 2 É A CONTINUAÇÃO DO PROJECTO QUE O ENCORAJA, TASSAT, QUE JÁ DEMONSTROU A SUA VIABILIDADE E VIA. Para eles, THE_x000D_ OBJETIVOS GERAIS QUE NOS PROPOSTAMOS POR UMA PARTE CONTÍNUA E POR OUTRAS INOVAÇÕES, COM OS NEXTIVOS OBJETIVOS EM PARTICULAR:_x000D_ POR UMA PARTE, no SAT continuamos a estudar a estruturação das instituições em desenvolvimento do mundo industrial e a aplicar este conhecimento ao desenvolvimento dos SOLVERS, bem como em resultado do desenvolvimento mais eficaz do MAXSAT. Em CSP SEGUIREMOS_x000D_ CONTRIBUIÇÃO PARA O PROBLEMA DA CLASSIFICAÇÃO DAS CLASSES DE RESTRIÇÃO TRATÁVEIS. Também estudaremos ALGORITMOS PARA INSTÂNCIAS GEOMÉTRICAS DE MAXCSP E PROBLEMAS Combinatórios, DE INTERESSES PARA A TÓRIA DA COMPLEJITY_x000D_ COMPUTATIONAL. UM NOVO PROJETO IMPORTANTE DA PRESENTE IMPLEMENTAÇÃO DO PROJETO NA EXECUÇÃO DE SOLVADORES PRÁTICOS, INCLUINDO NOVOS ALGORITMOS DE BRANCH-AND-BOUND PARA MAXSAT, APRENDIZAGEM SOFT PARA MAXSAT, TECNICAS_x000D_ Aperfeiçoados PARA A SELEÇÃO VARIÁVEL, portfólios, ETC. Queremos Expandir A NOSSA PRESENÇA EM SOLVADORES CONCORRÊNCIAS E PARTICIPAR NA SOLUÇÃO DE PROBLEMAS INDUSTRIAIS. Outra NOTÍCIAS SIGNIFICATIVAS EM OBJETIVOS é A SE_x000D_ alargar o quadro para a aplicação de METODOLOGIAS GEOMÉTRICAS de modo a incluir os problemas de isomorfismo de grafos e outras estruturas de interesses em áreas competitivas e outras áreas científicas. Este NOVO OBJETIVO é apresentado no primeiro projeto que dispõe de um aviso internacional._x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D___x000D__x000D__x000D__x000D___x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D_x000D_x000D_x000D__x000D__x000D_x000D__x000D__x000D_x000D_x005 F_x000D_x000D_x000D_x000D_x000D_x000D__x000D_x000D_x000D_ x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D_ Isto pode referir-se a DISTRIBUIÇÃO DE ENERGIA, APLICAÇÕES LOGÍSTICAS, ETC. SOLVERS DE_x000D_ SAT E MAXSAT SÃO TECNOLOGIAS RELATIVAMENTE NOVOS PARA PROBLEMAS DE OPTIMIZAÇÃO que podem ser aplicados a estas áreas. Um dos nossos objectivos consiste em consolidar uma rede de grupos de investigação na área, a fim de concorrer ao pedido de projectos europeus. (Portuguese)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
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Calendar Gregorian
Precision 1 day
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+DETTE PROJEKT DREJER SIG OM PROBLEMERNE MED TILFREDSHED OG OPTIMERING AF RESTRIKTIONER, BÅDE I LOGISK PROPOSITIONAL (SAT) OG I MERE EKSPRESSIVE BEGRÆNSNINGSSPROG (CSP). Vi ønsker at anmode om INVESTIGATION_x000D_ POINTER I DENNE ARVIKLING AF DEN FØLGENDE GROUPS, der komponerer PROJEKT. TASSAT 2 ER FORTSÆTTELSEN AF DET PROJEKT, DER LIGGER TIL GRUND FOR PROJEKTET, TASSAT, SOM ALLEREDE HAR VIST SIN LEVEDYGTIGHED OG RUTE. For de, THE_x000D_ GENERAL OBJEKTIVETER, HVORFOR US FOR en kontinuerlig DEL OG AF ANDRE INNOVATIONER, MED de NEXTIVE OBJEKTIVETER I PARTICULAR:_x000D_ BY en PARTY, fortsætter vi i SAT med at studere struktureringen af de udviklende institutioner i den industrielle verden og anvende denne viden på udviklingen af løsere, såvel som et resultat af MAXSATs mest effektive udvikling. I CSP SEGUIREMOS_x000D_ KONTRIBUTION TIL PROBLEM AF KLASSIFIKATION AF behandlingsmæssige RESTRITION KLASSER. Vi vil også studere Algoritmos TIL GEOMETRIC INSTANCES OF MAXCSP OG Kombinatoriske PROBLEMS, OF INTERESTS FOR THEORY OF COMPLEJITY_x000D_ COMPUTATIONAL. En vigtig ny PROJEKT AF PRESENT PROJEKT IMPLEMENTATION AF PRAKTISK LØRER, INCLUDING NEW BRANCH-AND-BOUND Algoritmos TIL MAXSAT, SOFT LEARNING TIL MAXSAT, TECNICAS_x000D_ Forbedret TIL VARIABLE Selection, porteføljer, ETC. Vil du udføre vores PRESENCE i løsere COMPETITIONER og PARTICIPATE I SOLUTION OF INDUSTRIAL PROBLEMS. En anden betydende NEWS I OBJECTIVES ER SE_x000D_ at udvide rammerne for anvendelsen af GEOMETRIC metods til at omfatte isomorphism problemer af Grafos OG andre STRUKTURES INTERESTER I kombinatoriske OG ANDRE SCIENCE AREAS. Dette nye MÅL findes i det første udkast, der har en international bekendtgørelse._x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D_ D__x000D__x000D__x000D__x000D___x000D___x000D___x000D___x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D___x000D___x000D___x000D___x000D___x000D___x000D___x000D_ dette kan henvise til ENERGY DISTRIBUTION, LOGISTIC APPLICATIONER, ETC. Løsninger DE_x000D_ SAT OG MAXSAT ARE TEKNOLOGIER RELATLY NY TIL OPTIMISATION PROBLEMS, der kan anvendes på disse områder. ET AF VORES MÅL ER AT KONSOLIDERE ET NETVÆRK AF FORSKNINGSGRUPPER PÅ OMRÅDET FOR AT KUNNE KONKURRERE OM ANSØGNINGER OM EUROPÆISKE PROJEKTER. (Danish)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
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 After
@@ Property / summary @@
+ACEST PROIECT SE ÎNVÂRTE ÎN JURUL PROBLEMELOR DE SATISFACȚIE ȘI OPTIMIZARE A RESTRICȚIILOR, ATÂT ÎN LOGICA PROPOZIȚIONALĂ (SAT), CÂT ȘI ÎN LIMBAJELE DE RESTRICȚIE MAI EXPRESIVE (CSP). Noi provocăm să cerem INVESTIGARE_x000D_ POINTER ÎN ACEST LUCRU PROVIDENȚĂ DE PRERE GRUPURI care compun PROJECT-ul. TASSAT 2 ESTE CONTINUAREA PROIECTULUI CARE ÎL GENEREAZĂ, TASSAT, CARE ȘI-A DEMONSTRAT DEJA VIABILITATEA ȘI RUTA. Pentru ei, THE_x000D_ OBJECTIVE GENERALE CĂ ne provocăm pentru o PARTĂ Continuă ȘI prin alte INOVAȚII, CU OBJECTIVEle NEXTIVE ÎN PARTICULAR:_x000D_ BY PARTY, în SAT continuăm să studiem structurarea instituțiilor în curs de dezvoltare ale lumii industriale și să aplicăm aceste cunoștințe dezvoltării solvorilor, precum și ca rezultat al celei mai eficiente dezvoltări a MAXSAT. În CSP SEGUIREMOS_x000D_ CONTRIBUȚIE LA PROBLEMUL CLASIFICARELOR DE RESTRIERE tratabile. Vom studia, de asemenea, Algoritmos PENTRU INSTANCELE GEOMETRICE ale MAXCSPULUI ȘI PROBLEMELOR Combinatoare, DE INTERES PENTRU THEORY OF COMPLEJITY_x000D_ COMPUTATIONAL. Un nou proiect IMPORTANT al PRESENTULUI PROJECT IMPLEMENTATION IN IMPLEMENTATION of PRACTICAL Solvers, INCLUDING NEW BRANCH-and-BOUND Algoritmos for MAXSAT, SOFT LEARNING FOR MAXSAT, TECNICAS_x000D_ Îmbunătățit pentru selecția VARIABLE, portofolii, ETC. Vrem să ne exersăm experiența în soluții COMPETITIONS ȘI PARTICIPAT ÎN SOLUȚIA PROBLELOR INDUSTRIALE. O altă știre semnificativă ÎN OBJECTIVE ESTE SE_x000D_ pentru a extinde cadrul de aplicare a metodelor GEOMETRIC pentru a include problemele izomorfismului Grafos ȘI alte STRUCTURES DE INTERES ÎN REZULAȚII Combinative ȘI ALTE SCIENȚE. Acest NEW OBJECTIVE este prezentat în primul proiect care are o notificare internațională._x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D_x000D__x000D__x000D__x000D__x000D___x000D__x000D___x000D__x000D__x000D__x000D__x000D_x005 F_x000D__x000D__x000D__x000D__x000D_x000D__x005 F_x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D aceasta se poate referi la DISTRIBUȚIA ENERGICĂ, APLICAȚII LOGISTICI, ETC. Solvenții DE_x000D_ SAT ȘI MAXSAT ARE TEHNOLOGII NEW PENTRU PROBLELE DE OPTIMISARE care pot fi aplicate în aceste zone. UNUL DINTRE OBIECTIVELE NOASTRE ESTE DE A CONSOLIDA O REȚEA DE GRUPURI DE CERCETARE ÎN DOMENIU, PENTRU A CONCURA ÎN APLICAȚIA PENTRU PROIECTE EUROPENE. (Romanian)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
Before 0
After 0
-Timestamp
++2022-08-04T00:00:00Z
-Timezone
++00:00
-Calendar
+Gregorian
-Precision
+day
 Before
 After
@@ Property / summary @@
+DETTA PROJEKT KRETSAR KRING PROBLEMEN MED TILLFREDSSTÄLLELSE OCH OPTIMERING AV BEGRÄNSNINGAR, BÅDE I LOGISK PROPOSITIONAL (SAT) OCH I MER UTTRYCKSFULLA BEGRÄNSNINGSSPRÅK (CSP). Vi FÖRESKRIVS INVESTERING_x000D_ POINTER I DEN DEN AREA PROVIDED DEN FYRA GROUENS RÅD som komponerar PROJEKT. TASSAT 2 ÄR EN FORTSÄTTNING PÅ DET PROJEKT SOM GER DET, TASSAT, SOM REDAN HAR VISAT SIN LIVSKRAFT OCH RUTT. För THEY, THE_x000D_ GENERAL OBJECTIVES SOM PROPONE US FOR A Continuous PART OCH BY ANDRA INNOVATIONS, MED NEXTIVES I PARTICULAR:_x000D_ BY A PARTY, i SAT fortsätter vi att studera strukturering av industrivärldens utvecklingsinstitutioner och tillämpa denna kunskap på utvecklingen av lösare, samt ett resultat av MAXSATs mest effektiva utveckling. I CSP SEGUIREMOS_x000D_ CONTRIBUTION TO THE PROBLEMATION OF CLASSIFICATION OF Treatable RESTRITION CLASSES. Vi kommer också att studera Algoritmos FÖR GEOMETRIC INSTANCES OF MAXCSP OCH Kombinerande PROBLEMS, OF INTERESTS FOR THEORY OF COMPLEJITY_x000D_ COMPUTATIONAL. En viktig ny PROJEKT AV PRESENT PROJEKT IMPLEMENTATION I GENOMFÖRING AV PRAKTISKA lösare, INKLUDING NEW BRANCH-AND-BOUND Algoritmos FÖR MAXSAT, SOFT LEARNING FÖR MAXSAT, TECNICAS_x000D_ Förbättrad för VARIABLE Urval, portföljer, ETC. Vi vill EXPANDA VÅRA PRESENCE IN MAXSAT, TECNICAS_x000D_ Förbättrad för VARIABLEV val, portföljer, ETC. Vi vill visa upp vår PRESENCE IN MAXSAT, TECNICAS_x000D_ Förbättrad för VARIABLEV val, portföljer, ETC. Vi vill EXPANDA PRESENCE INOM lösare COMPETITIONER OCH PARTICIPATE I SOLUTIONEN INDUSTRIAL PROBLEMS. En annan viktig nyhet i OBJECTIVES ÄR SE_x000D_ att utvidga ramen för tillämpningen av GEOMETRIC-metoder till att omfatta isomorfismproblem av Grafos och andra STRUCTURES OF INTERESTS I kombinatoriska OCH ANDRA SCIENCE AREAS. Detta nya MÅL anges i det första utkastet som har ett internationellt meddelande._x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D_x000D_x000D_x000D__x000D__x000D__x000D_x000D__x000D__x000D___x000D__x000D__x000D__x000D_x000D__x000D___x000D__x000D_x000D__x000D___x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D_x000D__x000D__x000D__x000D__x000D_x000D__x000D__x000D__x000D__x000D___x000D__x000D_x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D_x000D_x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D__x000D_ detta kan avse ENERGY DISTRIBUTION, LOGISTIC APPLICATIONER, ETC. lösare DE_x000D_ SAT OCH MAXSAT ARE TECHNOLOGIER NYTT FÖR OPTIMISERINGSPROBLEMS som kan tillämpas på dessa områden. ETT AV VÅRA MÅL ÄR ATT KONSOLIDERA ETT NÄTVERK AV FORSKARGRUPPER INOM OMRÅDET FÖR ATT KONKURRERA I ANSÖKAN OM EUROPEISKA PROJEKT. (Swedish)
+Normal rank
+point in time: 4 August 2022Timestamp +2022-08-04T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
Before 0
After 0
-Timestamp
++2022-08-04T00:00:00Z
-Timezone
++00:00
-Calendar
+Gregorian
-Precision
+day
 Before
 After
@@ Property / location (string) @@
+Lleida
@@ Property / location (string): Lleida / rank @@
+Normal rank
@@ Property / postal code @@
@@ Property / postal code: 25001 / rank @@
+Normal rank
@@ Property / contained in NUTS @@
+Province of Lleida
@@ Property / contained in NUTS: Province of Lleida / rank @@
+Normal rank
@@ Property / contained in NUTS: Province of Lleida / qualifier @@
+inferred from: postal code
@@ Property / contained in Local Administrative Unit @@
+Lleida
@@ Property / contained in Local Administrative Unit: Lleida / rank @@
+Normal rank
@@ Property / contained in Local Administrative Unit: Lleida / qualifier @@
+inferred from: postal code
@@ Property / coordinate location @@
+°36'19.08"N, 0°38'20.40"ELatitude 41.605300753668
Longitude 0.6390035190653
Precision 1.0E-5
Globe http://www.wikidata.org/entity/Q2
-Latitude
+.605300753668
-Longitude
+.6390035190653
-Precision
+.0E-5
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+http://www.wikidata.org/entity/Q2
@@ Property / coordinate location: 41°36'19.08"N, 0°38'20.40"E / rank @@
+Normal rank
@@ Property / coordinate location: 41°36'19.08"N, 0°38'20.40"E / qualifier @@
+inferred from: postal code
@@ Property / budget @@
+,145.4 EuroAmount 31,145.4 Euro
Unit Euro
-Amount
+,145.4 Euro
-Unit
+Euro
@@ Property / budget: 31,145.4 Euro / rank @@
+Preferred rank
@@ Property / EU contribution @@
+,958.67 EuroAmount 16,958.67 Euro
Unit Euro
-Amount
+,958.67 Euro
-Unit
+Euro
@@ Property / EU contribution: 16,958.67 Euro / rank @@
+Preferred rank
@@ Property / co-financing rate @@
+.45 percentAmount 54.45 percent
Unit percent
-Amount
+.45 percent
-Unit
+percent
@@ Property / co-financing rate: 54.45 percent / rank @@
+Normal rank
@@ Property / date of last update @@
+December 2023Timestamp +2023-12-20T00:00:00Z
Timezone +00:00
Calendar Gregorian
Precision 1 day
Before 0
After 0
-Timestamp
++2023-12-20T00:00:00Z
-Timezone
++00:00
-Calendar
+Gregorian
-Precision
+day
 Before
 After
@@ Property / date of last update: 20 December 2023 / rank @@
+Normal rank

Latest revision as of 10:04, 9 October 2024

Project Q3144061 in Spain

Language	Label	Description	Also known as
English	TASSAT 2: THEORY AND APPLICATIONS IN SATISFACTION AND OPTIMISATION OF RESTRICTIONS	Project Q3144061 in Spain

Statements

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16,958.67 Euro

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budget

31,145.4 Euro

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co-financing rate

54.45 percent

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start time

1 January 2014

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end time

30 June 2017

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beneficiary name (string)

UNIVERSIDAD DE LERIDA

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beneficiary

University of Lleida

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intervention field

Research and innovation activities in public research centres and centres of competence including networking

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programme

Multi-regional Spain - ERDF

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fund

European Regional Development Fund

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coordinate location

41°36'19.08"N, 0°38'20.40"E

inferred from

postal code

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postal code

25001

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summary

ESTE PROYECTO GIRA ENTORNO A LOS PROBLEMAS DE LA SATISFACTIBILIDAD Y OPTIMIZACION DE RESTRICCIONES, TANTO EN LOGICA PROPOSICIONAL (SAT) COMO EN LENGUAJES DE RESTRICCIONES MAS EXPRESIVOS (CSP). NOS PROPONEMOS REALIZAR INVESTIGACION_x000D_ PUNTERA EN ESTA AREA APROVECHANDO LA EXPERIENCIA DE LOS CUATRO GRUPOS QUE COMPONEN EL PROYECTO. TASSAT 2 ES LA CONTINUACION DEL PROYECTO QUE LO ENGENDRA, TASSAT, QUE YA HA DEMOSTRADO SU VIABILIDAD Y RECORRIDO. POR ELLO, LOS_x000D_ OBJETIVOS GENERALES QUE NOS PROPONEMOS SON POR UNA PARTE CONTINUISTAS Y POR OTRA INNOVADORES, CON LOS SIGUIENTES OBJETIVOS CONCRETOS EN PARTICULAR:_x000D_ POR UNA PARTE, EN SAT SEGUIREMOS ESTUDIANDO LA ESTRUCTURA DE LAS INSTANCIAS PROVENIENTES DEL MUNDO INDUSTRIAL Y APLICAR ESTE CONOCIMIENTO AL DESARROLLO DE SOLVERS, TANTO DE SAT COMO DE MAXSAT, MAS EFICIENTES. EN CSP SEGUIREMOS_x000D_ CONTRIBUYENDO AL PROBLEMA DE LA CLASIFICACION DE LAS CLASES DE RESTRICCIONES TRATABLES. TAMBIEN ESTUDIAREMOS ALGORITMOS PARA INSTANCIAS GEOMETRICAS DE MAXCSP Y PROBLEMAS COMBINATORIOS, DE INTERES PARA LA TEORIA DE LA COMPLEJIDAD_x000D_ COMPUTACIONAL. UNA NOVEDAD IMPORTANTE DEL PRESENTE PROYECTO ES SU MAYOR ENFASIS EN LA IMPLEMENTACION DE SOLVERS PRACTICOS, INCLUYENDO NUEVOS ALGORITMOS DE BRANCH-AND-BOUND PARA MAXSAT, SOFT LEARNING PARA MAXSAT, TECNICAS_x000D_ MEJORADAS PARA LA SELECCION DE VARIABLES, PORTAFOLIOS, ETC. QUEREMOS EXPANDIR NUESTRA PRESENCIA EN COMPETICIONES DE SOLVERS Y PARTICIPAR EN LA SOLUCION DE PROBLEMAS INDUSTRIALES. OTRA NOVEDAD SIGNIFICATIVA EN LOS OBJETIVOS ES QUE SE_x000D_ AMPLIARA EL MARCO DE APLICACION DE LOS METODOS GEOMETRICOS PARA INCLUIR PROBLEMAS DE ISOMORFISMO DE GRAFOS Y OTRAS ESTRUCTURAS DE INTERES EN COMBINATORIA Y OTRAS AREAS DE LA CIENCIA. ESTE NUEVO OBJETIVO SE DERIVA DE LOS RESULTADOS OBTENIDOS EN EL PROYECTO ANTERIOR QUE YA HAN TENIDO UN NOTABLE IMPACTO INTERNACIONAL._x000D_ _x000D_ LA PALABRA CLAVE EFFICIENCY APARECE EN LAS ACTIVIDADES RELACIONADAS CON ICT DEL PROGRAMA EUROPEO H2020 (VEASE SC4 Y SC5 EN "SOCIETAL CHALLENGES"). ESTO PUEDE REFERIRSE A DISTRIBUCION DE ENERGIA, APLICACIONES LOGISTICAS, ETC. SOLVERS DE_x000D_ SAT Y MAXSAT SON TECNOLOGIAS RELATIVAMENTE NUEVAS PARA PROBLEMAS DE OPTIMIZACION QUE PUEDEN APLICARSE A ESTAS AREAS. UNO DE NUESTROS OBJETIVOS ES CONSOLIDAR UNA RED DE GRUPOS DE INVESTIGACION EN EL AREA PARA PODER COMPETIR EN LA SOLICITUD DE PROYECTOS EUROPEOS. (Spanish)

0 references

THIS PROJECT REVOLVES AROUND THE PROBLEMS OF SATISFACTION AND OPTIMISATION OF RESTRICTIONS, BOTH IN LOGIC PROPOSITIONAL (SAT) AND IN MORE EXPRESSIVE RESTRICTION LANGUAGES (CSP). We PROPOSES TO REQUEST INVESTIGATION_x000D_ POINTER IN THIS AREA PROVIDED THE EXPERIENCE OF THE FOUR GROUPS COMPONING THE PROJECT. TASSAT 2 IS THE CONTINUATION OF THE PROJECT THAT ENGENDERS IT, TASSAT, WHICH HAS ALREADY DEMONSTRATED ITS VIABILITY AND ROUTE. For THEY, THE_x000D_ GENERAL OBJECTIVES THAT WE PROPONE US FOR A Continuous PART AND BY OTHER INNOVATIONS, WITH THE NEXTIVE OBJECTIVES IN PARTICULAR:_x000D_ BY A PARTY, in SAT we continue to study the structuring of the developing institutions of the industrial world and to apply this knowledge to the development of SOLVERS, as well as as a result of MAXSAT’s most effective development. In CSP SEGUIREMOS_x000D_ CONTRIBUTION TO THE PROBLEM OF THE CLASSIFICATION OF Treatable RESTRITION CLASSES. We will also study ALGORITMOS FOR GEOMETRIC INSTANCES OF MAXCSP AND Combinatory PROBLEMS, OF INTERESTS FOR THE THEORY OF COMPLEJITY_x000D_ COMPUTATIONAL. An IMPORTANT NEW PROJECT OF THE PRESENT PROJECT IMPLEMENTATION IN THE IMPLEMENTATION OF PRACTICAL SOLVERS, INCLUDING NEW BRANCH-AND-BOUND ALGORITMOS FOR MAXSAT, SOFT LEARNING FOR MAXSAT, TECNICAS_x000D_ Improved FOR VARIABLE Selection, portfolios, ETC. WE WANT TO EXPAND OUR PRESENCE IN SOLVERS COMPETITIONS AND PARTICIPATE IN THE SOLUTION OF INDUSTRIAL PROBLEMS. Another SIGNIFICATIVE NEWS IN OBJECTIVES IS THE SE_x000D_ to extend the framework for the application of GEOMETRIC METODS to include isomorphism proBLEMS OF GRAFOS AND Other STRUCTURES OF INTERESTS IN COMBINATORY AND OTHER SCIENCE AREAS. This NEW OBJECTIVE is set out in the first draft that has an international notice._x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D__x000D___x000D__x000D__x000D__x000D___x000D___x000D___x000D__x000D__x000D__x000D__x000D__x000D___x000D__x000D___x000D__x000D___x000D__x000D__x000D__x005 F_x000D__x000D___x000D__x000D__x000D__x005 F_x000D___x000D__x000D___x000D___x000D___x000D__x000D___x000D_ This may refer to ENERGY DISTRIBUTION, LOGISTIC APPLICATIONS, ETC. SOLVERS DE_x000D_ SAT AND MAXSAT ARE TECHNOLOGIES RELATIVELY NEW FOR OPTIMISATION PROBLEMS that may be applied to these areas. ONE OF OUR OBJECTIVES IS TO CONSOLIDATE A NETWORK OF RESEARCH GROUPS IN THE AREA IN ORDER TO COMPETE IN THE APPLICATION FOR EUROPEAN PROJECTS. (English)

TASSAT 2: THEORY AND APPLICATIONS IN SATISFACTION AND OPTIMISATION OF RESTRICTIONS (Q3144061): Difference between revisions

Latest revision as of 10:04, 9 October 2024

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