OPTIMISATION AND COOPERATION WITH ENERGY APPLICATIONS (Q3138927)
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Project Q3138927 in Spain
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | OPTIMISATION AND COOPERATION WITH ENERGY APPLICATIONS |
Project Q3138927 in Spain |
Statements
16,800.55 Euro
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30,855.0 Euro
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54.45 percent
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1 January 2018
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30 September 2022
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UNIVERSIDAD DE SANTIAGO DE COMPOSTELA
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27002
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EN ESTE PROYECTO ESTUDIAMOS DIVERSOS PROBLEMAS DE TEORIA DE JUEGOS Y DE OPTIMIZACION. EL PROYECTO SE ARTICULA EN TORNO A CUATRO LINEAS DE INVESTIGACION:_x000D_ _x000D_ 1. SOLUCIONES EN TEORIA DE JUEGOS._x000D_ 2. APLICACIONES DE LOS JUEGOS COOPERATIVOS EN MODELOS DE INVESTIGACION OPERATIVA MULTIAGENTE._x000D_ 3. OPTIMIZACION EN PROBLEMAS DE TRANSPORTE Y PLANIFICACION._x000D_ 4. OPTIMIZACION EN PROBLEMAS DE ENERGIA Y MEDIOAMBIENTE._x000D_ _x000D_ LAS DOS PRIMERAS LINEAS COMPRENDEN CINCO TAREAS QUE ABORDAN PROBLEMAS BASICOS DE TEORIA DE JUEGOS. SON LAS SIGUIENTES:_x000D_ _x000D_ 1.1. SOLUCIONES EN JUEGOS COOPERATIVOS CON UTILIDAD TRANSFERIBLE._x000D_ 1.2. SOLUCIONES EN JUEGOS COOPERATIVOS EN FORMA PARTICIONAL._x000D_ 1.3. INDICES DE PODER._x000D_ 1.4. DELEGACION Y JUEGOS NO COOPERATIVOS._x000D_ 2.2. JUEGOS COALICIONALES CON ESTRATEGIAS Y GESTION DE INVENTARIOS._x000D_ _x000D_ LA TERCERA Y CUARTA LINEAS COMPRENDEN CINCO TAREAS QUE ABORDAN PROBLEMAS DE OPTIMIZACION_x000D_ QUE SURGEN EN EL AMBITO DE LA COOPERACION CON EMPRESAS UBICADAS EN GALICIA. SON LAS_x000D_ SIGUIENTES:_x000D_ _x000D_ 3.1. OPTIMIZACION EN PROBLEMAS DE LOGISTICA._x000D_ 3.2. PROBLEMAS DE PLANIFICACION DE RECURSOS._x000D_ 4.1. PLANIFICACION Y SECUENCIACION EN PLANTAS DE PRODUCCION ENERGETICA._x000D_ 4.2. OPTIMIZACION Y ASIGNACION DE RECURSOS EN REDES DE GAS._x000D_ 4.3. GESTION DE RECURSOS EN PROBLEMAS MEDIOAMBIENTALES._x000D_ _x000D_ EL EQUIPO HUMANO DE ESTE PROYECTO COORDINADO ESTA COMPUESTO POR DIECIOCHO MATEMATICOS. _x000D_ EL SUBPROYECTO 2 ESTA LOCALIZADO EN LA UNIVERSIDADE DE SANTIAGO DE COMPOSTELA. SU EQUIPO DE INVESTIGACION CONSTA DE TRES INVESTIGADORES DOCTORES. SU EQUIPO DE TRABAJO ESTA FORMADO POR DOS INVESTIGADORES DOCTORES Y TRES INVESTIGADORES EN FORMACION. (Spanish)
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IN THIS PROJECT WE STUDY VARIOUS PROBLEMS OF GAME THEORY AND OPTIMIZATION. THE PROJECT IS STRUCTURED AROUND FOUR LINES OF RESEARCH:_x000D_ _x000D_ 1. SOLUTIONS IN GAME THEORY._x000D_ 2. APPLICATIONS OF COOPERATIVE GAMES IN MULTI-AGENT OPERATIONAL RESEARCH MODELS._x000D_ 3. OPTIMIZATION IN TRANSPORT AND PLANNING PROBLEMS._x000D_ 4. OPTIMIZATION IN ENERGY AND ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ THE FIRST TWO LINES COMPRISE FIVE TASKS THAT ADDRESS BASIC PROBLEMS OF GAME THEORY. THEY ARE_x000D_ THE FOLLOWING:_x000D_ _x000D_ 1.1. SOLUTIONS IN COOPERATIVE GAMES WITH TRANSFERABLE UTILITY._x000D_ 1.2. SOLUTIONS IN COOPERATIVE GAMES IN PARTITION FUNCTION FORM._x000D_ 1.3. POWER INDICES._x000D_ 1.4. DELEGATION AND NON-COOPERATIVE GAMES._x000D_ 2.2. COALITIONAL GAMES WITH STRATEGIES AND INVENTORY MANAGEMENT._x000D_ _x000D_ THE THIRD AND FOURTH LINES COMPRISE FIVE TASKS THAT ADDRESS APPLIED OPTIMIZATION PROBLEMS._x000D_ THEY ARE THE FOLLOWING:_x000D_ _x000D_ 3.1. OPTIMIZATION IN LOGISTICS._x000D_ 3.2. RESOURCE PLANNING PROBLEMS._x000D_ 4.1. PLANNING AND SEQUENCING IN ENERGY PRODUCTION PLANTS._x000D_ 4.2. OPTIMIZATION AND ALLOCATION OF RESOURCES IN GAS NETWORKS._x000D_ 4.3. MANAGEMENT OF RESOURCES IN ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ THE TEAM OF THIS COORDINATED PROJECT IS COMPOSED OF EIGHTEEN MATHEMATICIANS. _x000D_ _x000D_ SUBPROJECT 2 IS LOCATED AT THE UNIVERSITY OF SANTIAGO DE COMPOSTELA. ITS RESEARCH TEAM CONSISTS OF FIVE DOCTORS AND THREE RESEARCH TRAINEES. (English)
0.1372152025479671
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DANS CE PROJET, NOUS AVONS ÉTUDIÉ DIVERS PROBLÈMES DE THÉORIE DU JEU ET D’OPTIMISATION. Le PROJECT est articulé en quatre lignes de recherche:_x000D_ _x000D_ 1. Solutions DANS LEUR DE PLAYS._x000D_ 2. Demandes D’APPLICATIONS COOPÉRATIVES DANS LES MODELS DE RECHERCHE OPERATIVE MULTIATIVE._x000D_ 3. Optimisation DES PROBLÈMES DE TRANSPORT ET DE PLANIFICATION._x000D_ 4. Optimisation EN ÉNERGIE ET ENVIRONNEMENT PROBLEMS._x000D_ _x000D_ Les DEUX PREMIÈRES LIGNES COMPREEN FIVE tareas SUR LES PROBLEMES BASIQUES DE PLAY Teory. Are THE NEXT:_x000D_ _x000D_ 1.1. Solutions AVEC Utility transférable._x000D_ 1.2. Solutions DANS LES MATIÈRES COOPÉRATIVES DANS LE FORMULAIRE PARTICIONAL._x000D_ 1.3. Indices DE PODER._x000D_ 1.4. Délégation non COOPÉRATIVE ET PLAYS._x000D_ 2.2. Jeux de coalition AVEC les stratégies et les MANAGEMENTS Inventaires._x000D_ _x000D_ Les TROIS ET LES VOURS LIGNES COMPREENNE DIVE TAGS À L’OPIMIZACION PROBLEMS_x000D_qui surgen DANS L’ENVIRONNEMENT DE LA COOPERATION AVEC LES EMPRESASES UBILES EN GALICIE. Il s’agit de LAS_x000D_ NEXT:_x000D_ _x000D_ 3.1. Optimisation DANS LES PROBLEMS DE LOGISTICA._x000D_ 3.2. Problèmes DE PLANIFICATION DES RESSOURCES._x000D_ 4.1. Planification et séquençage DANS LES PLANTES DE PRODUCTION ENERGÉTIQUE._x000D_ 4.2. Optimisation ET Asignation DES RESSOURCES DANS LES Réseaux GAS._x000D_ 4.3. Gestion DES RESSOURCES DANS LES PROBLÈMES ENVIRONNEMENTAUX._x000D_ _x000D_ L’ÉQUIPEMENT HUMAINE DE CE PROJET COORDINÉ CET COMPUESTE POUR LE MATIQUE Dieciocho. _x000D_ sous-projet 2 est localisé DANS L’UNIVERSITÉ DE COMPOSTELA SANTIAGO. SON ÉQUIPE DE RECHERCHE SE COMPOSE DE TROIS DOCTORANTS. SON ÉQUIPE SE COMPOSE DE DEUX DOCTORANTS ET DE TROIS CHERCHEURS EN FORMATION. (French)
2 December 2021
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IN DIESEM PROJEKT HABEN WIR VERSCHIEDENE PROBLEME DER SPIELTHEORIE UND OPTIMIERUNG UNTERSUCHT. Das PROJECT ist in vier Forschungslinien artikuliert:_x000D_ _x000D_ 1. Lösungen IN DER PLAYS._x000D_ 2. Anwendungen von COOPERATIVE PLAYS IN MULTIATIVE OPERATIVE RESEARCH MODELS._x000D_ 3. Optimierung IN TRANSPORT UND PLANIFIKATION PROBLEMS._x000D_ 4. Optimierung IN ENERGIE UND UMWELTPROBLEMS._x000D_ _x000D_ Die TWO FIRST LINES COMPREEN FIVE Tareas ÜBER BASIC PROBLEMS von PLAY Teory. Sind THE NEXT:_x000D_ _x000D_ 1.1. Lösungen mit übertragbarem Utility._x000D_ 1.2. Lösungen in COOPERATIVAL PLAYS IN PARTICIONAL FORM._x000D_ 1.3. Indizes DER PODER._x000D_ 1.4. Nicht COOPERATIVING-Delegation UND PLAYS._x000D_ 2.2. Koalitionsspiele MIT Strategien UND erfinderischen MANAGEMENTS._x000D_ _x000D_ DIE DIRD UND OURTH LINES COMPREEN FIVE TAGS ÜBER OPTIMIZACION PROBLEMS_x000D_ dass in der UMWERBUNG der COOPERATION MIT GALICIEN EMPRESASESEN. Dies sind LAS_x000D_ NEXT:_x000D_ _x000D_ 3.1. Optimierung IN PROBLEMS DE LOGISTICA._x000D_ 3.2. Probleme der RESOURCES PLANIFIKATION._x000D_ 4.1. Planung und Sequenzierung IN ENERGETIC PRODUCTION PLANTS._x000D_ 4.2. Optimierung UND Asignation OF RESOURCES IN GAS Networks._x000D_ 4.3. Verwaltung der RESOURCES IN ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ Die HUMAN EQUIPMENT OF thisIS COORDINATED PROJECT, die für matematic Dieciocho steht. _x000D_ Teilprojekt 2 ist in der UNIVERSITY OF COMPOSTELA SANTIAGO lokalisiert. SEIN FORSCHUNGSTEAM BESTEHT AUS DREI DOKTORANDEN. SEIN TEAM BESTEHT AUS ZWEI DOKTORANDEN UND DREI FORSCHERN IN DER AUSBILDUNG. (German)
9 December 2021
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IN DIT PROJECT BESTUDEERDEN WE VERSCHILLENDE PROBLEMEN VAN SPELTHEORIE EN OPTIMALISATIE. Het PROJECT is gearticuleerd in vier onderzoekslijnen:_x000D_ _x000D_ 1. Oplossingen IN THEORY OF PLAYS._x000D_ 2. Toepassingen VAN COOPERATIVE PLAYS IN MULTIATIVE OPERATIVE RESEARCH MODELS._x000D_ 3. Optimalisatie IN VERVOER EN PLANIFICATIE PROBLEMS._x000D_ 4. Optimalisatie IN ENERGIE EN MILIEUPROBLEMS._x000D_ _x000D_ De twee eerste LIJNEN COMPREEN FIVE tareas OVER BASIC PROBLEMS VAN PLAY Teory. Zijn DE NEXT:_x000D_ _x000D_ 1.1. Oplossingen MET overdraagbaar Utility._x000D_ 1.2. Oplossingen IN COOPERATIVAL PLAYS IN PARTICIONELE FORM._x000D_ 1.3. Indexcijfers VAN PODER._x000D_ 1.4. Niet-COOPERATIVING-delegatie EN PLAYS._x000D_ 2.2. Coalitiespellen MET strategie EN uitvinderlijke MANAGEMENTS._x000D_ _x000D_ DE THIRD EN FOURTH LINES COMPREEN FIVE TAGS OVER OPTIMIZACION PROBLEMS_x000D_ dat surgen IN HET MILIEU VAN DE COOPERATIE MET UBIED EMPRESASES IN GALICIA. Dit zijn LAS_x000D_ NEXT:_x000D_ _x000D_ 3.1. Optimalisatie IN PROBLEMS DE LOGISTICA._x000D_ 3.2. Problemen VAN DE RESOURCES PLANIFICATION._x000D_ 4.1. Planning en rangschikking IN ENERGETISCHE PRODUCTIE PLANTS._x000D_ 4.2. Optimalisatie EN asignation OF RESOURCES IN GAS Networks._x000D_ 4.3. Beheer VAN DE RESOURCES IN ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ DE MENSELIJKE EQUIPMENT VAN DEZE COORDINATED PROJECT DIT COMPUESTE VOOR matematic Dieciocho. _x000D_ subproject 2 is gelokaliseerd in de UNIVERSITEIT VAN COMPOSTELA SANTIAGO. ZIJN ONDERZOEKSTEAM BESTAAT UIT DRIE DOCTORAATSONDERZOEKERS. ZIJN TEAM BESTAAT UIT TWEE DOCTORAATSONDERZOEKERS EN DRIE ONDERZOEKERS IN OPLEIDING. (Dutch)
17 December 2021
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IN QUESTO PROGETTO ABBIAMO STUDIATO VARI PROBLEMI DI TEORIA E OTTIMIZZAZIONE DEI GIOCHI. Il PROGETTO è articolato in quattro linee di ricerca:_x000D_ _x000D_ 1. Soluzioni NEL TEORIO DI PLAYS._x000D_ 2. Applicazioni DI PLAY COOPERATIVE IN MODELLI DI RICERCA OPERATIVE MULTIATIVE._x000D_ 3. Ottimizzazione nei programmi di trasporto e di pianificazione._x000D_ 4. Ottimizzazione IN PROBLEMI ENERGIA E AMBIENTE._x000D_ _x000D_ Le DUE PRIME LE LINEE COMPREENNO FIVE aree SUL PROBLEMI BASICI DI PLAY Teory. Sono IL PROSSIMO:_x000D_ _x000D_ 1.1. Soluzioni CON Utility trasferibile._x000D_ 1.2. Soluzioni IN GIOCHI COOPERATIVAL INFORMAZIONI PARTICIONALI._x000D_ 1.3. Indici DI PODER._x000D_ 1.4. Delegazione non COOPERATIVING E PLAY._x000D_ 2.2. Giochi di coalizione con strategie e inventari MANAGEMENTS._x000D_ _x000D_ Le TRE E QUARTE LE LINEE COMPREENNO FIVE TAGS SULLA PROBLEMIZACIONO OPTIMIZACION_x000D_ che si sono moltiplicate nell'AMBIENTE DELLA COOPERAZIONE CON UBIED EMPRESASES IN GALICIA. Questi sono LAS_x000D_ NEXT:_x000D_ _x000D_ 3.1. Ottimizzazione IN PROBLEMS DE LOGISTICA._x000D_ 3.2. Problemi DI RISORSE PLANIFICAZIONE._x000D_ 4.1. Pianificazione e sequenziamento nei piani ENERGETIC PRODUCTION._x000D_ 4.2. Ottimizzazione e firma delle risorse nelle reti GAS._x000D_ 4.3. Gestione delle risorse nei prodotti ambientali._x000D_ _x000D_ L'attrezzatura umana di questo progetto COORDINATO QUESTO COMPUESTO PER IL DIEciocho matematico. _x000D_ il sottoprogetto 2 è localizzato NELL'UNIVERSITÀ DI COMPOSTELA SANTIAGO. IL SUO TEAM DI RICERCA È COMPOSTO DA TRE RICERCATORI DI DOTTORATO. IL SUO TEAM È COMPOSTO DA DUE RICERCATORI DI DOTTORATO E TRE RICERCATORI IN FORMAZIONE. (Italian)
16 January 2022
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SELLES PROJEKTIS UURIME ERINEVAID MÄNGUTEOORIA JA OPTIMEERIMISE PROBLEEME. PROJECT on TEADUSLIKUD TEADUSED:_x000D_ _x000D_ 1. Lahendused Mängus THEORY._x000D_ 2. MULTI-AGENT OPERATIONAL RESEARCH MODELS._x000D_ 3. Optimeerimine TRANSPORTis ja PLANNING PROBLEMS._x000D_ 4. Optimeerimine ENERGY JA KESKKUMINE PROBLEMS._x000D_ _x000D_ FIRST WWO LINES KONTAJAD FIVE TASKS, et aksessuaarid BASIC PROBLEMS Mängu THEORY. Nad ARE_x000D_ FOLLOWING:_x000D_ _x000D_ 1.1. Lahendused COOPERATIVE GAMES WITH TRANSFERABLE UTILITY._x000D_ 1.2. Lahendused COOPERATIVE MUUDED PARTITION FUNCTION FORM._x000D_ 1.3. Võimsus INDICES._x000D_ 1.4. Delegatsioon ja mitte-COOPERATIVE GAMES._x000D_ 2.2. Koalitsioonilised Mängud, kellel on STRATEGIID JA INVENTORY MANAGEMENT._x000D_ _x000D_ THIRD JA FOURTH LINES KÕRGID FIVE TASKSID, mis on Avaldatud OPTIMISATION PROBLEMS._x000D_ THEY IRE THE THERE THE THERE THE THERE THE THERE THE FOLLOWING:_x000D_ _x000D_ 3.1. Optimeerimine LOGISTICS._x000D_ 3.2. Ressurss PLANNING PROBLEMS._x000D_ 4.1. Planeerimine ja EQUENCING ENERGY PRODUCTION PLANTS._x000D_ 4.2. Optimeerimine ja ALLOCATION RESOURCES GAS NETWORKS._x000D_ 4.3. Haldus RESOURCES KESKKUMINE PROBLEMS._x000D_ _x000D_ TEAM of THIS COORDINATED PROJECT IS COMPOSED of EIGHTEEN matemaatikud. _x000D_ _x000D_ allprojekt 2 on SANTIAGO DE COMPOSTELA UNIVERSITY. SELLE UURIMISRÜHM KOOSNEB VIIEST ARSTIST JA KOLMEST UURIMISPRAKTIKANDIST. (Estonian)
4 August 2022
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ŠIAME PROJEKTE MES TIRIAME ĮVAIRIAS ŽAIDIMO TEORIJOS IR OPTIMIZAVIMO PROBLEMAS. PROJEKTAS STIPRINTI KURIŲ MOKĖJIMĄ:_x000D_ _x000D_ 1. Sprendimai GAME THEORY._x000D_ 2. KOOPERAtyvinių žaidimų paraiškos daugelyje OPERACIJOS MODELS._x000D_ 3. Optimizavimas TRANSPORTO IR PLANNING PROBLEMS._x000D_ 4. Optimizavimas ENERGY IR ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ PIRŠTINĖ DALIS KONTROLĖS KONTROLĖJŲ KONTROLĖJŲ TARNYBA. Jie ARE_x000D_ PASIŪLYMAI:_x000D_ _x000D_ 1.1. Sprendimai COOPERATIVE GAMES su TRANSFERABLE UTILITY._x000D_ 1.2. Sprendimai COOPERATIVE GAMES PARTITION FUNCTION FORM._x000D_ 1.3. Maitinimo INDICES._x000D_ 1.4. Delegacija IR NECOOPERATIVE GAMES._x000D_ 2.2. Koalicijos ŽUVININKYSTĖS SU STRATEGIJŲ IR INVENTORIJOS VALSTYBĖJE._x000D_ _x000D_ THIRD IR KURIOS LIETUVOS KONTROLIERIAUS KONTROLIERIAUS KONTROLIERIAUS TARNYBAI, KURIUOS APSAUGOS APSAUGOS APSAUGOS._x000D__x000D_ 3.1. Optimizavimas LOGISTICS._x000D_ 3.2. Išteklių LANNING PROBLEMS._x000D_ 4.1. Planavimas ir SEQUENCING ENERGY PRODUCTION PLANTS._x000D_ 4.2. GAS NETWORKS._x000D_ 4.3. Valdymo RESOURCES INVIRONMENTAL PROBLEMS._x000D_ _x000D_ Šio COORDINATED PROJEKTAS yra KOMPLEKTAS TEISĖ Matematikai. _x000D_ _x000D_ 2 paprojektis SANTIAGO DE COMPOSTELA UNIVERSITY. JOS MOKSLINIŲ TYRIMŲ GRUPĘ SUDARO PENKI GYDYTOJAI IR TRYS MOKSLINIŲ TYRIMŲ STAŽUOTOJAI. (Lithuanian)
4 August 2022
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U OVOM PROJEKTU PROUČAVAMO RAZNE PROBLEME TEORIJE IGARA I OPTIMIZACIJE. PROJEKT JE ZAHTJEVNI SU OBAVIJESTI:_x000D_ _x000D_ 1. Rješenja u igri THEORY._x000D_ 2. Primjena COOPERATIVE GAMES u MULTI-AGENT OPERATIONAL RESEARCH MODELS._x000D_ 3. Optimizacija U PRIJEVOZI I PLANNING PROBLEMI._x000D_ 4. Optimizacija u ENERGY I ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ PRVI TWO LINES COMPRISE FIVE TASKS OBAVIJESTI BASIC PROBLEMI GAME THEORY. Oni ARE_x000D_ FOLLOWING:_x000D_ _x000D_ 1.1. Rješenja U COOPERATIVE GAMES S TRANSFERABLE UTILITY._x000D_ 1.2. Rješenja u COOPERATIVE GAMES U PARTICIJA FUNCTION FORM._x000D_ 1.3. Snaga INDICES._x000D_ 1.4. Delegacija I NON-COOPERATIVE GAMES._x000D_ 2.2. Koalicijske igre sa STRATEGIJE I INVENTORY MANAGEMENT._x000D_ _x000D_ TREĆI I FOURTH LINES COMPRISE FIVE TASKS OVDJE PRIMJENE PROBLEMS._x000D_Oni su FOLLOWING:_x000D_ _x000D_ 3.1. Optimizacija U LOGISTICS._x000D_ 3.2. Izvor PLANNING PROBLEMS._x000D_ 4.1. Planiranje I DRUŠTVA U ENERGIJA PROIZVODNJA PLANTS._x000D_ 4.2. Optimizacija I ALLOKACIJA RESOURCES U GAS NETWORKS._x000D_ 4.3. Upravljanje RESOURCES U OZVOJ PROBLEMS._x000D_ _x000D_ TEAM JE KORISNIČKI PROJEKT JE U ODNOSU NA PROJEKTENIH matematičara. _x000D_ _x000D_ potprojekt 2 je LOCATED na UNIVERSITY SANTIAGO DE COMPOSTELA. NJEGOV ISTRAŽIVAČKI TIM SASTOJI SE OD PET LIJEČNIKA I TRI ISTRAŽIVAČA. (Croatian)
4 August 2022
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ΣΕ ΑΥΤΌ ΤΟ ΈΡΓΟ ΜΕΛΕΤΆΜΕ ΔΙΆΦΟΡΑ ΠΡΟΒΛΉΜΑΤΑ ΤΗΣ ΘΕΩΡΊΑΣ ΤΟΥ ΠΑΙΧΝΙΔΙΟΎ ΚΑΙ ΤΗΣ ΒΕΛΤΙΣΤΟΠΟΊΗΣΗΣ. Το ΕΡΓΟ ΕΙΝΑΙ ΔΙΑΡΘΡΩΜΕΝΕΣ ΠΕΡΙΕΧΟΜΕΝΕΣ ΤΡΙΤΕΣ ΓΡΑΜΜΕΣ ΕΡΕΥΝΑΣ:_x000D_ _x000D_ 1. ΛΥΣΕΙΣ ΣΤΟ ΘΕΩΡΙΟ ΠΑΙΧΝΙΔΙΩΝ._x000D_ 2. ΕΦΑΡΜΟΓΕΣ ΣΥΝΕΡΓΑΤΙΚΩΝ ΠΑΙΧΝΙΔΙΩΝ σε ΠΟΛΥΔΡΑΣΤΙΚΑ ΟΡΓΑΝΑ ΕΡΓΑΣΙΑΣ._x000D_ 3. ΒΕΛΤΙΣΤΟΠΟΙΗΣΗ ΣΤΙΣ ΠΡΟΤΑΣΕΙΣ ΜΕΤΑΦΟΡΩΝ ΚΑΙ ΣΧΕΔΙΑΣΜΩΝ._x000D_ 4. ΒΕΛΤΙΣΤΟΠΟΙΗΣΗ ΣΤΗΝ ΕΝΕΡΓΕΙΑ ΚΑΙ ΠΕΡΙΒΑΛΛΟΝΤΙΚΑ ΠΡΟΓΡΑΜΜΑΤΑ._x000D_ _x000D_ Οι ΠΡΩΤΕΣ ΔΙΚΤΥΕΣ ΓΡΑΜΜΕΣ ΣΥΝΑΡΜΟΖΟΥΝ ΠΛΗΡΩΣ ΠΛΗΡΟΦΟΡΙΕΣ ΠΟΥ ΔΙΕΥΘΥΝΟΥΝ ΒΑΣΙΚΑ ΠΡΟΓΡΑΜΜΑΤΑ ΤΗΣ ΘΕΩΡΙΑΣ ΠΑΙΧΝΙΔΙΩΝ. ΑΝΑΓΡΑΦΟΝΤΑΙ_x000D_ ΤΟ ΦΥΛΛΟ:_x000D_ _x000D_ 1.1. ΛΥΣΕΙΣ ΣΕ ΣΥΝΕΡΓΑΣΤΙΚΑ ΠΑΙΧΝΙΔΙΑ ΜΕ ΜΕΤΑΦΡΑΣΤΙΚΗ ΑΥΤΟΠΟΙΗΣΗ._x000D_ 1.2. ΛΥΣΕΙΣ ΣΕ ΣΥΝΕΡΓΑΣΤΙΚΑ ΠΑΙΧΝΙΔΙΑ ΣΤΑ ΕΝΤΥΠΟ ΛΕΙΤΟΥΡΓΙΑΣ ΣΥΜΜΕΤΟΧΗΣ._x000D_ 1.3. ΔΙΚΤΥΕΣ ΙΣΧΥΟΣ._x000D_ 1.4. ΑΝΤΙΠΡΟΣΩΠΗ ΚΑΙ ΜΗ ΣΥΝΕΡΓΑΤΙΚΑ ΠΑΙΧΝΙΔΙΑ._x000D_ 2.2. Συμμαχικά ΠΑΙΧΝΙΔΙΑ ΜΕ ΣΤΡΑΤΗΓΙΕΣ ΚΑΙ ΕΠΕΝΔΥΤΙΚΗ ΔΙΑΧΕΙΡΙΣΗ._x000D_ _x000D_ Η ΤΡΙΤΗ ΚΑΙ ΤΕΤΑΡΤΗ ΓΡΑΜΜΕΣ ΣΥΝΑΡΜΟΖΟΥΝ ΠΛΗΡΟΦΟΡΙΕΣ ΠΟΥ ΔΙΕΥΘΥΝΟΥΝ ΕΦΑΡΜΟΓΕΣ ΠΡΟΓΡΑΜΜΑΤΑ ΛΕΙΤΟΥΡΓΙΑΣ._x000D_ ΕΙΝΑΙ ΤΟ ΛΕΙΤΟΥΡΓΙΟ:_x000D_ _x000D_ 3.1. Βελτιστοποίηση σε LOGISTICS._x000D_ 3.2. ΠΡΟΓΡΑΜΜΑΤΑ ΣΧΕΔΙΑΣΜΟΥ Πόρου._x000D_ 4.1. ΣΧΕΔΙΑΣΜΟΣ ΚΑΙ ΕΠΙΣΚΟΠΗΣΗ ΣΤΙΣ ΣΧΕΔΙΕΣ ΠΑΡΑΓΩΓΗΣ ΕΝΕΡΓΕΙΑΣ._x000D_ 4.2. ΒΕΛΤΙΩΣΗ ΚΑΙ ΚΑΤΑΝΟΜΗ ΠΟΡΩΝ ΣΤΑ ΔΙΚΤΥΑ ΑΕΡΙΟΥ._x000D_ 4.3. ΔΙΑΧΕΙΡΙΣΗ των ΠΟΡΩΝ στα ΠΕΡΙΒΑΛΛΟΝΤΙΚΑ ΠΡΟΓΡΑΜΜΑΤΑ._x000D_ _x000D_ Ο ΤΑΧΥΔΡΟΜΙΚΟΣ ΣΤΟΧΟΣ ΤΟΥ ΣΥΝΟΧΟΥ ΕΡΓΟΥ ΣΥΝΘΕΤΑΙ ΑΠΟ ΔΥΝΑΜΙΚΟΥΣ ΜΑΘΗΜΑΤΙΚΟΥΣ. _x000D_ _x000D_ το υποέργο 2 βρίσκεται στην UNIVERSITY OF SANTIAGO DE COMPOSTELA. Η ΕΡΕΥΝΗΤΙΚΉ ΤΟΥ ΟΜΆΔΑ ΑΠΟΤΕΛΕΊΤΑΙ ΑΠΌ ΠΈΝΤΕ ΓΙΑΤΡΟΎΣ ΚΑΙ ΤΡΕΙΣ ΑΣΚΟΎΜΕΝΟΥΣ ΈΡΕΥΝΑΣ. (Greek)
4 August 2022
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V TOMTO PROJEKTE SKÚMAME RÔZNE PROBLÉMY TEÓRIE HIER A OPTIMALIZÁCIE. PROJEKT je VYHLÁSENÝ VYHLÁSENÝ VÝROBKY:_x000D_ _x000D_ 1. Riešenia v hre THEORY._x000D_ 2. Aplikácie COOPERATIVE GAMES IN MULTI-AGENT OPERATIONAL RESEARCH MODELS._x000D_ 3. Optimalizácia V PREPRAVY A PLANNING PROBLEMS._x000D_ 4. Optimalizácia v ENERGIE A ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ Prvý TWO LINES COMPRISE FIVE TASKS, že ADDRESS BASIC PROBLEMS of GAME THEORY. Sú_x000D_ FOLLOWING:_x000D_ _x000D_ 1.1. Riešenia v COOPERATIVE GAMES S TRANSFERABLE UTILITY._x000D_ 1.2. Riešenia v COOPERATIVE GAMES IN PARTITION FUNKCTION FORM._x000D_ 1.3. Power INDICES._x000D_ 1.4. Delegácie A NECOOPERATIVE GAMES._x000D_ 2.2. Koalitional GAMES STRATEGIES A INVENTORY MANAGEMENT._x000D_ _x000D_ THIRD a štyri LINES SPOLOČNOSŤ FIVE TAKUJEME, že ADDRESS APPLIED OPTIMISATION PROBLEMS._x000D_ Sú to FOLLOWING:_x000D_ _x000D_ 3.1. Optimalizácia v LOGISTICS._x000D_ 3.2. Zdroje PLANNING PROBLEMS._x000D_ 4.1. Plánovanie a nastavenie v ENERGETICKÝCH VÝROBKOV._x000D_ 4.2. Optimalizácia a realizácia ZDROJOV v GAS NETWORKS._x000D_ 4.3. Riadenie ZDROJOV v ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ TÝM TOTO COORDINATED PROJEKT JE VYSOKÝM matematikom. _x000D_ _x000D_ čiastkový projekt 2 je LOCATED NA UNIVERSITY SANTIAGO DE COMPOSTELA. JEHO VÝSKUMNÝ TÍM SA SKLADÁ Z PIATICH LEKÁROV A TROCH VÝSKUMNÝCH STÁŽISTOV. (Slovak)
4 August 2022
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TÄSSÄ HANKKEESSA TUTKIMME ERILAISIA PELITEORIAN JA OPTIMOINNIN ONGELMIA. HANKE on TUTKIMUKSEN VALMISTUS:_x000D_ _x000D_ 1. Ratkaisut peleissä._x000D_ 2. Sovellukset COOPERATIVE GAMES MULTI-AGENT OPERATIONAL RESEARCH MODELS._x000D_ 3. Optimointi KULJETUS- ja PLANNING PROBLEMS._x000D_ 4. Optimointi ENERGIA- JA ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ FIRST TWO LINES COMPRISE FIVE TASKS THAT ADDRESS BASIC PROBLEMS of GAME THEORY. Ne ovat ARE_x000D_ OLLOWING:_x000D_ _x000D_ 1.1. Ratkaisut COOPERATIVE GAMES TRANSFERABLE UTILITY._x000D_ 1.2. Ratkaisut COOPERATIVE GAMES OSA FUNCTION FORM._x000D_ 1.3. Teho INDICES._x000D_ 1.4. Delegointi JA EI-COOPERATIVE GAMES._x000D_ 2.2. Koalitional GAMES kanssa STRATEGIES JA INVENTORY MANAGEMENT._x000D_ _x000D_ THIRD- JA FOURTH LINES COMPRISE FIVE TASKS TÄMÄT TÄMÄT TUOTTEET PPLIED OPTIMISATION PROBLEMS._x000D_ NYT ovat FOLLOWING:_x000D_ _x000D_ 3.1. Optimointi LOGISTICS._x000D_ 3.2. Resurssi PLANNING PROBLEMS._x000D_ 4.1. Suunnittelu JA SEQUENCING ENERGIA PRODUCTION PLANTS._x000D_ 4.2. Optimointi JA ALLOCATION RESOURCES IN GAS NETWORKS._x000D_ 4.3. Hallinta RESOURCES IN ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ TEAM näiden COORDINATED PROJECT on kilpailukykyinen EIGHTEEN matemaatikot. _x000D_ _x000D_ osahanke 2 on SANTIAGO DE COMPOSTELAn UNIVERSITYA. SEN TUTKIMUSRYHMÄSSÄ ON VIISI LÄÄKÄRIÄ JA KOLME TUTKIJAHARJOITTELIJAA. (Finnish)
4 August 2022
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W TYM PROJEKCIE BADAMY RÓŻNE PROBLEMY TEORII GIER I OPTYMALIZACJI. Projekt jest STRUCTURED FOUR LINES OF RESEARCH:_x000D_ _x000D_ 1. Rozwiązania W GAME THEORY._x000D_ 2. Zastosowania COOPERATIVE GAMES IN MULTI-AGENT OPERATIONAL RESEARCH MODELS._x000D_ 3. Optymalizacja w PROBLEMS TRANSPORT I PLANNING._x000D_ 4. Optymalizacja W PROBLEMS ENERGII I ŚRODKOWYCH._x000D_ _x000D_ PIERWSZE DWA LINES COMPRISE FIVE TASKS THAT ADDRESS BASIC PROBLEMS of GAME THEORY. ARE_x000D_ FOLLOWING:_x000D_ _x000D_ 1.1. Rozwiązania W COOPERATIVE GAMES z TRANSFERABLE UTYLITYWNOŚĆ._x000D_ 1.2. Rozwiązania W GRAWIE COOPERATYWNE W FUNKCJI FUNKCJI PARTITION FORM._x000D_ 1.3. Wskaźniki mocy._x000D_ 1.4. Delegacja I GRY NIECOOPERATYCZNE._x000D_ 2.2. Gry koalicyjne z STRATEGIES I INVENTORY MANAGEMENT._x000D_ _x000D_ THIRD I FOURTH LINES COMPRISE FIVE TASKS THAT ADDRESS APPLIED OPTIMISATION PROBLEMS._x000D_ AYRE THE FOLLOWING:_x000D_ _x000D_ 3.1. Optymalizacja w LOGISTICS._x000D_ 3.2. PROBLEMS PLANNINGU Zasobów._x000D_ 4.1. Planowanie I WYMAGANIE W PLANTYCH PRODUKCJI ENERGII._x000D_ 4.2. Optymalizacja i ALLOCATION OF RESOURCES IN GAS NETWORKS._x000D_ 4.3. Zarządzanie ZAMÓWIENIEM W PROBLEMS ŚRODKOWYCH._x000D_ _x000D_ TEAM TEGO COORDINATED PROJECT jest skomponowany matematyków. _x000D_ _x000D_ podprojekt 2 jest prowadzony na uniwersytecie SANTIAGO DE COMPOSTELA. JEGO ZESPÓŁ BADAWCZY SKŁADA SIĘ Z PIĘCIU LEKARZY I TRZECH STAŻYSTÓW BADAWCZYCH. (Polish)
4 August 2022
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EBBEN A PROJEKTBEN TANULMÁNYOZZUK A KÜLÖNBÖZŐ PROBLÉMÁKAT A JÁTÉKELMÉLET ÉS AZ OPTIMALIZÁLÁS. A PROJEKT KÖVETKEZTETŐ KÖVETELMÉNYEK:_x000D_ _x000D_ 1. Megoldások KÖVETKEZTETŐEN._x000D_ 2. A KULTI-AGENT OPERATIONAL RESEARCH MODELS COOPERATIVE GAMES alkalmazásai._x000D_ 3. Optimalizálás TRANSPORT ÉS PLANNING PROBLEMS._x000D_ 4. Optimalizálás ENERGIA ÉS KÖRNYEZETI PROBLEMS._x000D_ _x000D_ Az első TWO LINES COMPRISE FIVE TASKS Ez a BASIC PROBLEMS of GAME THEORY. Ők ARE_x000D_ A FOLLOWING:_x000D_ _x000D_ 1.1. Megoldások COOPERATIVE GAMES WITH TRANSFERABLE UTILITY._x000D_ 1.2. Megoldások a COOPERATIVE GAMES-ben a PARTITION FUNCTION FORM._x000D_ 1.3. Power INDICES._x000D_ 1.4. Küldöttség ÉS NEM KÖLTSÉGVETÉSI GAMES._x000D_2.2. Koalíciós GAMES STRATEGIES ÉS INVENTORY MANAGEMENT._x000D_ _x000D_ _x000D_ A HARMAD ÉS AZ ELŐZETEK VONATKOZÓ SZOLGÁLTATÁSOK AZ ELFOGADÁSI JOGOK._x000D_ A FOLLOWING:_x000D_ _x000D_ 3.1. Optimalizálás a LOGISTICS-ben._x000D_ 3.2. Erőforrás PLANNING PROBLEMS._x000D_ 4.1. Tervezés ÉS MEGÁLLAPODÁS az ENERGIA TERMÉKEKBEN._x000D_ 4.2. A GAS NETWORKS-ban lévő források optimalizálása és allokációja._x000D_ 4.3. A KÖRNYEZETVÉDELMI TERMÉKEK kezelése._x000D_ _x000D_ E KÖLTSÉGVETÉSI PROJEKT TEAM EIGHTEEN matematikusok együttese. _x000D_ _x000D_ 2. alprojekt SANTIAGO DE COMPOSTELA UNIVERSITY-jában. KUTATÓCSOPORTJA ÖT ORVOSBÓL ÉS HÁROM KUTATÓ GYAKORNOKBÓL ÁLL. (Hungarian)
4 August 2022
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V TOMTO PROJEKTU STUDUJEME RŮZNÉ PROBLÉMY TEORIE HER A OPTIMALIZACE. PROJECT je STRUCTURED FOUR LINES OF RESEARCH:_x000D_ _x000D_ 1. Řešení V GAME THEORY._x000D_ 2. Aplikace COOPERATIVE GAMES IN MULTI-AGENT OPERATIONAL RESEARCH MODELS._x000D_ 3. Optimalizace v TRANSPORT A PLANNING PROBLEMS._x000D_ 4. Optimalizace v ENERGIE A ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ PRVNÍ TWO LINES COMPRISE FIVE TASKS, že přidat BASIC PROBLEMS of GAME THEORY. ARE_x000D_ FOLLOWING:_x000D_ _x000D_ 1.1. Řešení v COOPERATIVE GAMES S TRANSFERABLE UTILITY._x000D_ 1.2. Řešení v COOPERATIVE GAMES IN PARTITION FUNCTION FORM._x000D_ 1.3. Power INDICES._x000D_ 1.4. Delegace A NON-COOPERATIVE GAMES._x000D_ 2.2. Koaliční GAMES STRATEGIES A INVENTORY MANAGEMENT._x000D_ _x000D_ THIRD_ TYTO a Čtvrtý LINES COMPRISE FIVE TASKY, které doplňují OPTIMISATION PROBLEMS._x000D_ JSOU FOLLOWING:_x000D_ _x000D_ 3.1. Optimalizace V LOGISTICS._x000D_ 3.2. Zdroje PLANNING PROBLEMS._x000D_ 4.1. Plánování A SEQUENCING IN ENERGY PRODUCTION PLANTS._x000D_ 4.2. Optimalizace A ALLOCATION OF RESOURCES IN GAS NETWORKS._x000D_ 4.3. Řízení RESOURCES V ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ TEAM tohoto COORDINATED PROJECT je tvořen EIGHTEEN matematici. _x000D_ _x000D_ podprojekt 2 je umístěn v Univerzitě SANTIAGO DE COMPOSTELA. JEHO VÝZKUMNÝ TÝM SE SKLÁDÁ Z PĚTI LÉKAŘŮ A TŘÍ VÝZKUMNÝCH STÁŽISTŮ. (Czech)
4 August 2022
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ŠAJĀ PROJEKTĀ MĒS PĒTĀM DAŽĀDAS PROBLĒMAS SPĒĻU TEORIJAS UN OPTIMIZĀCIJAS. The PROJECT ir STRUCTURED AROUND FOUR LINES OF RESEARCH:_x000D_ _x000D_ 1. Risinājumi GAME THEORY._x000D_ 2. Pieteikumi COOPERATIVE GAMES MULTI-AGENT OPERATIONAL RESEARCH MODELS._x000D_ 3. Optimizācija TRANSPORTA UN PLANNING PROBLEMS._x000D_ 4. Optimizācijas ENERĢĒTIKA UN ENVIRONMENTĀLĀ PROBLEMS._x000D_ _x000D_ FIRST TWO LINES COMPRISE FIVE TASKAS ŠAJAS BASIC PROBLEMS GAME THEORY. Viņi ARE_x000D_ FOLLOWING:_x000D_ _x000D_ 1.1. Risinājumi KOOPERATĪVAjās spēlēs ar TRANSFERABLE UTILITY._x000D_ 1.2. Risinājumi KOOPERATĪVAjās spēlēs PARTICIJAS FUNCTION FORM._x000D_ 1.3. Power INDICES._x000D_ 1.4. Delegācijas UN NON-COOPERATIVE GAMES._x000D_ 2.2. Ogļu Spēles ar STRATEGIES UN INVENTORIJAS MANAGEMENT._x000D_ _x000D_ TURPMĀK UN CITU LINES SALĪDZES FIVE TASKAS THAT ADDRESS APPLIED OPTIMISATION PROBLEMS._x000D_ TAD ir FOLLOWING:_x000D_ _x000D_ 3.1. Optimizācija LOGISTICS._x000D_ 3.2. Resursu PLANNING PROBLEMS._x000D_ 4.1. Plānošanas UN SEQUENCING ENERGY PRODUCTION PLANTS._x000D_ 4.2. Optimizācija UN APSTIPRINĀŠANA RESOURCES GAS NETWORKS._x000D_ 4.3. Apsaimniekošanas ATTIECĪBAS PROBLEMS._x000D_ _x000D_ THIS COORDINATED PROJECT TEAM ir SALĪGUMS EIGHTEEN matemātiķiem. _x000D_ _x000D_ 2. apakšprojekts IR PAR SANTIAGO DE COMPOSTELA UNIVERSITY. TĀS PĒTNIECĪBAS KOMANDA SASTĀV NO PIECIEM ĀRSTIEM UN TRIM PĒTNIECĪBAS PRAKTIKANTIEM. (Latvian)
4 August 2022
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SA TIONSCADAL SEO TÁIMID AG STAIDÉAR FADHBANNA ÉAGSÚLA TEOIRIC CLUICHE AGUS LEAS IOMLÁN A BHAINT. Is é an PRIOECT STRUCTURED AROUND FOUR LINES OF RESEARCH:_x000D_ _x000D_ 1. Tuaslagáin IN AIRGEADH._x000D_ 2. Iarratais AR GAMES COOPERATIVE IN MODELS._x000D_ 3. Leas iomlán a bhaint IN TRANSPORT AND PLANNING PROBLEMS._x000D_ 4. Leas iomlán a bhaint I mbláthanna ENERGY agus ENVIRONMENTAL._x000D_ _x000D_ _x000D_ AN CHÉAD LÍONAÍ COTHAÍOCHTAÍ COTHABHÁILTEACHA A DHÉANAMH AR AN DHÉANAMH AR AN DHÉANAMH. Baineann siad le_x000D_ AN FOLLOWING: _x000D_ _x000D_ 1.1. Tuaslagáin I GAMES COOPERATIVE le UTILITY TRANSFERABLE._x000D_ 1.2. Tuaslagáin i dtuaslagáin COOPERATIVE IN FORM._x000D_ 1.3. INDICES Power._x000D_ 1.4. Toscaireacht AGUS NACH-COOPERATIVE GAMES._x000D_ 2.2. Is éard atá i gceist le GAManna Comhghuaillithe le STRATEGIES agus MANAGEMENT._x000D_ _x000D_ _x000D_ _x000D_ AN LÍONTAIS SEO A BHFUIL A DHÉANAMH: _x000D_ _x000D_ 3.1. Leas iomlán a bhaint I LOGISTICS._x000D_ 3.2. Acmhainn PLANNING PROBLEMS._x000D_ 4.1. Pleanáil agus Measúnú i bPleananna TÁIRGÍ GNÍOMHAÍOCHTA._x000D_ 4.2. Leas iomlán a bhaint agus ATHBHREITHNIÚ ATHBHREITHNIÚ I nGNÍOMHAÍOCHTAÍ GAS._x000D_ 4.3. _X000D_x000D_ _x000D_ _x000D_ _x000D_ _x000D_ _Teorainneacha na n-íocaíochtaí sin atá dírithe ar chearta ainmhithe. _x000D_ _x000D_ fothionscadal 2 ÁITIÚIL LE hAGHAIDH SANTIAGO DE COMPOSTELA. TÁ CÚIGEAR DOCHTÚIRÍ AGUS TRIÚR OILIÚNAITHE TAIGHDE SAN FHOIREANN TAIGHDE. (Irish)
4 August 2022
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V TEM PROJEKTU PREUČUJEMO RAZLIČNE PROBLEME TEORIJE IGER IN OPTIMIZACIJE. PROJEKT je STRUCTURED AROUND Četrte LINES RESEARCH:_x000D_ _x000D_ 1. Rešitve V GAME THEORY._x000D_ 2. Prijave COOPERATIVE GAMES V MULTI-AGENT OPERATIONAL RESEARCH MODELS._x000D_ 3. Optimizacija v TRANSPORT IN PLANNING PROBLEMS._x000D_ 4. Optimizacija v ENERGETSKIH IN ODLOČNIH PROBLEMS._x000D_ _x000D_ PRVI DRUŽNIH PODJETJIH PODJETJIH DOSTAVNIKOV BASIC PROBLEMS OF GAME THEORY. ARE_x000D_ FOLLOWING:_x000D__x000D_ 1.1. Rešitve V COOPERATIVE GAMES Z TRANSFERABLE UTILITY._x000D_ 1.2. Rešitve V SKUPNOSTIH GAMES V PARTITION FUNCTION FORM._x000D_ 1.3. Moč INDICES._x000D_ 1.4. Delegacija IN NE-COOPERATIVE GAMES._x000D_ 2.2. Koalicijske GAMES Z STRATEGIJAMI IN INVENTORJEM MANAGEMENT._x000D_ _x000D_ THIRD IN FOURTH LINES COMPRISE FIVE TIVE TASKS TO DODATNI PROBLEMI OPTIMISIJE._x000D_ JE PRIČAKOVANJE:_x000D_ _x000D_ 3.1. Optimizacija v LOGISTICS._x000D_ 3.2. Seznam virov PROBLEMS._x000D_ 4.1. Načrtovanje IN SEQUENCING V ENERGY PRODUCTION PLANTS._x000D_ 4.2. Optimizacija in ALLOCATION RESOURCES V GAS NETWORKS._x000D_ 4.3. Upravljanje RESOURCES V OKOLJEH PROBLEMS._x000D_ _x000D_ TEAM TEGA KORODNEGA PROJEKTA, ki je vmešan v OČINJE matematike. _x000D_ _x000D_ Podprojekt 2 JE V ZDRUŽENJU SANTIAGO DE COMPOSTELA. NJENA RAZISKOVALNA EKIPA JE SESTAVLJENA IZ PETIH ZDRAVNIKOV IN TREH RAZISKOVALNIH PRIPRAVNIKOV. (Slovenian)
4 August 2022
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В ТОЗИ ПРОЕКТ ИЗУЧАВАМЕ РАЗЛИЧНИ ПРОБЛЕМИ НА ТЕОРИЯТА НА ИГРИТЕ И ОПТИМИЗАЦИЯТА. Проектът е СЪТРУДНИЧЕСТВЕН СЪДЪРЖАНИЕ НА ЧЕЙСТВОТО:_x000D__ _x000D_ 1. Решения В ИМЕ ТЕОРИЯ._x000D_ 2. Приложения НА КООПЕРАТИВНИ ИГРАТИ В МНОГОАГЕНТНИ ОПЕРАЦИОННИ ИЗСЛЕДВАНИЯ._x000D_ 3. Оптимизация в ТРАНСПОРТНИ И ПЛАННИ ПРОБЛЕМИ._x000D_ 4. Оптимизация в ЕНЕРГИЯ И ОКОЛНА ПРОБЛЕМИ._x000D_ _x000D_Първите два пъти съпровождат петте ТАСКОВИ АДРЕСНИ БАЗИКОВИ ПРОБЛЕМИ НА ИМЕТАТА. Те ARE_x000D_ FOLLOWING:_x000D_ _x000D_ 1.1. Решения В КООПЕРАТИВНИ ИГРАТИ С ТРАНСФЕРАБИЛНО УТИЛНОСТ._x000D_ 1.2. Решения В КООПЕРАТИВНИ ИГРАТИ във ФУНКЦИЯ ЗА ПАРТИЦИИ._x000D_ 1.3. Указания за захранване._x000D_ 1.4. Делегиране И НАСТОЯЩИТЕ И НА КООПЕРАТИВНИ ИГРИ._x000D_ 2.2. Коалиционни Игри с СТРАТЕГИИ И ИНВЕНТОРНА УПРАВЛЕНИЕ._x000D_ _x000D_ТРЕТИ И ДЕЙСТВИЕ НА ПЕТИВНИ ТАСКОВИ, които АДРЕС ИЗРАЗЯВАТ ОПТИМИЗАЦИИ ПРОБЛЕМИ._x000D_ Те са СЛЕДВАНЕТО:_x000D_ _x000D_ 3.1. Оптимизация в LOGISTICS._x000D_ 3.2. Продукти за планиране на ресурсите._x000D_ 4.1. Планиране и КАЧЕСТВО В ЕНЕРГИЙНИ ПРОИЗВОДСТВАНИ ПЛАНТИ._x000D_ 4.2. Оптимизация и разпределение на RESOURCES В ГАЗ NETWORKS._x000D_ 4.3. Управление НА РЕЗУРСИ В ОКОЛНИТЕ ПРОБЛЕМИ._x000D_ _x000D_ TEAM OF THIS COORDINATED PROJECT е композиран от математиците. _x000D_ _x000D_ подпроект 2 е локализиран в УНИВЕРСИТЕТА НА САНТИАГО ДЕ КОМПОСТЕЛА. ИЗСЛЕДОВАТЕЛСКИЯТ ЕКИП СЕ СЪСТОИ ОТ ПЕТИМА ЛЕКАРИ И ТРИМА СТАЖАНТИ В ОБЛАСТТА НА НАУЧНИТЕ ИЗСЛЕДВАНИЯ. (Bulgarian)
4 August 2022
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F’DAN IL-PROĠETT AĦNA JISTUDJAW PROBLEMI VARJI TA ‘TEORIJA LOGĦBA U L-OTTIMIZZAZZJONI. Il-PROJECT QABEL LINEJIET STRUTTURATI TA’ RIĊERKA:_x000D_ _x000D_ 1. Soluzzjonijiet F’TEORJA TAL-ISEM._x000D_ 2. Applikazzjonijiet TA’ GAMES KOPERATIVI F’MODELS RIĊERKA OPERAZZJONALI MULTI-AĠENTI._x000D_ 3. Ottimizzazzjoni F’TRASPORT U PROBLEMS PLANNING._x000D_ 4. Ottimizzazzjoni B’ENERĠIJA U PROBLEMS VENRONMENTALI._x000D_ _x000D_ LINJI FIRST TWO LINEJI KOMPRISE TAS-SAĦĦA LI L-PROBLEMS BASIK TA’ ISEM TAL-ISEM. Huma ARE_x000D_ THE FOLLOWING:_x000D_ _x000D_ 1.1. Soluzzjonijiet F’GAMES KOOPERATI ma ‘UTILITÀ TRASFERIBBLI._x000D_ 1.2. Soluzzjonijiet F’KAMI KOPERATIVI F’FORMAZZJONI FIL-PARTIZZJONI._x000D_ 1.3. INDICES tal-enerġija._x000D_ 1.4. Delegazzjoni U GAMES MHUX-KOOPERATIVA._x000D_ 2.2. GAMES koalizzjoni bi STRATEĠIJI U MANAGEMENT INVENTORY._x000D_ _x000D_ LINEJIET THIRD U FOURTH FOURISE TAS-SAJD FIVE TAS-SAJD ADDRESS OPTIMISATIONAPPLIED PROBLEMS._x000D_ LINJI TAGĦHOM IL-QAGĦ:_x000D_ _x000D_ 3.1. Ottimizzazzjoni F’LOGISTICS._x000D_ 3.2. Riżorsi PLANNING PROBLEMS._x000D_ 4.1. Ippjanar U TĦASSIB FIL-PLANTS tal-PRODOTAZZJONI TAL-ENERĠIJA._x000D_ 4.2. Ottimizzazzjoni U ALLOCAZZJONI TA’ RIŻORSI F’NETWORKS GAS._x000D_ 4.3. Ġestjoni ta’ RIŻORSI FIL-PROBLEMS VENRONMENTALI._x000D_ _x000D_ It-TEAM TA’ DINJA TA’ PREĠETTI KOORDINATI LI GĦANDHOM ISĦU KOMOSTAT TA’ matematiċi EIGHTEEN. _x000D_ _x000D_ sottoproġett 2 JIS LOCATED AT THE UNIVERSITY OF SANTIAGO DE COMPOSTELA. TIM TA ‘RIĊERKA TAGĦHA JIKKONSISTI MINN ĦAMES TOBBA U TLIET TRAINEES RIĊERKA. (Maltese)
4 August 2022
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Neste projecto estudamos vários problemas de teoria e optimização do jogo. O PROJECTO É ESTRUTURADO EM QUATRO LINHAS DE INVESTIGAÇÃO:_x000D_ _x000D_ 1. SOLUÇÕES EM Teoria do Jogo._x000D_ 2. APLICAÇÕES DE JOGOS COOPERATIVOS EM MODELOS MULTIAGENTES DE INVESTIGAÇÃO OPERACIONAL._x000D_ 3. OPTIMIZAÇÃO DOS PROBLEMAS DE TRANSPORTE E PLANEAMENTO._x000D_ 4. OPTIMIZAÇÃO EM ENERGIA E PROBLEMAS AMBIENTAIS._x000D_ _x000D_ As duas primeiras linhas compreendem cinco tarefas que abordam problemas básicos da teoria do jogo. SÃO_x000D_ OS SEGUINTES:_x000D_ _x000D_ 1.1. SOLUÇÕES EM JOGOS COOPERATIVOS COM UTILIDADE TRANSFERÁVEL._x000D_ 1.2. SOLUÇÕES EM JOGOS COOPERATIVOS NO FORMULÁRIO DE FUNÇÃO DE PARTICIPAÇÃO._x000D_ 1.3. ÍNDICES DE POTÊNCIA._x000D_ 1.4. DELEGAÇÃO E JOGOS NÃO COOPERATIVOS._x000D_ 2.2. JOGOS COALICIONAIS COM ESTRATÉGIAS E GESTÃO DE INVENTÁRIO._x000D_ _x000D_ A TERCEIRA E QUARTA LINHAS COMPREENDEM CINCO TAREFAS QUE DIZEM RESPEITO AOS PROBLEMAS DE OPTIMIZAÇÃO APLICADOS._x000D_ SÃO AS SEGUINTES:_x000D_ _x000D_ 3.1. OPTIMIZAÇÃO EM LOGÍSTICA._x000D_ 3.2. PROBLEMAS DE PLANEAMENTO DE RECURSOS._x000D_ 4.1. PLANEAMENTO E SEQUÊNCIA EM INSTALAÇÕES DE PRODUÇÃO DE ENERGIA._x000D_ 4.2. OPTIMIZAÇÃO E ATRIBUIÇÃO DE RECURSOS EM REDES DE GÁS._x000D_ 4.3. GESTÃO DOS RECURSOS EM PROBLEMAS AMBIENTAIS._x000D_ _x000D_ A EQUIPA DESTE PROJETO COORDENADO É COMPOSTA DE OITAVAS MATEMÁTICAS. _x000D_ _x000D_ SUBPROJETO 2 ESTÁ LOCALIZADO NA UNIVERSIDADE DE SANTIAGO DE COMPOSTELA. A sua equipa de investigação é composta por cinco médicos e três formadores de investigação. (Portuguese)
4 August 2022
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I DETTE PROJEKT STUDERER VI FORSKELLIGE PROBLEMER MED SPILTEORI OG OPTIMERING. PROJEKTET er STRUCTURED AROUND FINTER AF RESEARCH:_x000D_ _x000D_ 1. Løsninger I GAME THEORY._x000D_ 2. Ansøgninger AF COOPERATIVE GAMES I MULTI-AGENT OPERATIONAL RESEARCH MODELS._x000D_ 3. Optimering I TRANSPORT OG PLANNING PROBLEMS._x000D_ 4. Optimering I ENERGY OG MILJRONMENTAL PROBLEMS._x000D_ _x000D_ De første TWO LINES COMPRISE FIVE TASKS, der er tilføjet BASIC PROBLEMS af GAME THEORY. De ARE_x000D_ THE FOLLOWING:_x000D_ _x000D_ 1.1. Løsninger I COOPERATIVE GAMES MED TRANSFERABLE UTILITY._x000D_ 1.2. Løsninger I COOPERATIVE GAMES I PARTITION FUNCTION FORM._x000D_ 1.3. Power INDICES._x000D_ 1.4. Delegation OG IKKE-COOPERATIVE GAMES._x000D_ 2.2. Koalitionelle GAMES MED STRATEGIER OG INVENTORY MANAGEMENT._x000D_ _x000D_ TREDJER OG FOURTH LINES COMPRISE FIVE TASKS, der er blevet anvendt til OPTIMISATION PROBLEMS._x000D_ DE ER FOLLOWING:_x000D_ _x000D_ 3.1. Optimering I LOGISTICS._x000D_ 3.2. Ressourceplanlægning PROBLEMS._x000D_ 4.1. Planlægning og gennemførelse af ENERGY PRODUKTION PLANTS._x000D_ 4.2. Optimering og ALLOCATION AF RESOURCES I GAS NETWORKS._x000D_ 4.3. Forvaltning af RESOURCES I ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ TEMME AF DENNE COORDINATED PROJEKT er sammensat af EIGHTEEN matematikere. _x000D_ _x000D_ delprojekt 2 er underlagt UNIVERSITY af SANTIAGO DE COMPOSTELA. DENS FORSKERHOLD BESTÅR AF FEM LÆGER OG TRE FORSKNINGSPRAKTIKANTER. (Danish)
4 August 2022
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ÎN ACEST PROIECT STUDIEM DIVERSE PROBLEME DE TEORIE A JOCULUI ȘI OPTIMIZARE. PROJECTUL ESTE STRUCTURAT CU PÂNĂRILE DE CERCETARE:_x000D_ _x000D_ 1. Soluții ÎN JOME THEORY._x000D_ 2. Cereri de GAMES COOPERATIVE ÎN MODELSUL DE CERCETARE OPERAȚIONALĂ MULTI-AGENT._x000D_ 3. Optimizare IN TRANSPORT ȘI PLANNING PROBLEMS._x000D_ 4. Optimizare în PROBLEMS ENERGY ȘI ENVIRONMENTAL._x000D_ _x000D_ FIRst TWO LINES COMPRISE FIVE TASKS DREPTURI PROBLEMS BASIC DE GAME THEORY. Ei sunt_x000D_ The FOLLOWING:_x000D_ _x000D_ 1.1. Soluții ÎN GAMES COOPERATIVE cu UTILITATE TRANSFERABLE._x000D_ 1.2. Soluții ÎN GAMES COOPERATIVE ÎN FORM._x000D_ 1.3. INDICES de putere._x000D_ 1.4. Delegația ȘI GAMESUL NON-COOPERATIVE._x000D_ 2.2. GAMES coalițiale cu STRATEGIES ȘI MANAGEMENT INVENTORY._x000D_ _x000D_ TIRUL ȘI A patra LINE COMPRISE Cinci SĂNĂTURI ESTE DUPĂ PROBLELE DE OPTIMISARE APLICATE APLICATE._x000D_ Acestea sunt FOLLOWING:_x000D_ _x000D_ _x000D_ 3.1. Optimizare ÎN LOGISTICS._x000D_ 3.2. Resurse PLANNING PROBLEMS._x000D_ 4.1. Planificare ȘI SEQUENCING IN ENERGY PRODUCTION PLANTS._x000D_ 4.2. Optimizarea ȘI ALLOCAREA RESURSELOR ÎN GAS NETWORKS._x000D_ 4.3. Gestionarea resurselor în PROBLEMS-urile ENVI._x000D_ _x000D_ _x000D_ TEAMUL acestui proiect COORDINAT este compus de matematicieni din EIGHTEEN. _x000D_ _x000D_ subproiectul 2 este LOCAT LA UNIVERSITATEA SANTIAGO DE COMPOSTELA. ECHIPA SA DE CERCETARE ESTE FORMATĂ DIN CINCI MEDICI ȘI TREI STAGIARI DE CERCETARE. (Romanian)
4 August 2022
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I DETTA PROJEKT STUDERAR VI OLIKA PROBLEM MED SPELTEORI OCH OPTIMERING. PROJEKT ÄR STRUCTURED FYRA LINES OF RESEARCH:_x000D_ _x000D_ 1. Lösningar I GAME THEORY._x000D_ 2. Tillämpningar AV COOPERATIVE GAMES I MULTI-AGENT OPERATIONAL RESEARCH MODELS._x000D_ 3. Optimering I TRANSPORT OCH PLANNING PROBLEMS._x000D_ 4. Optimering I ENERGI OCH MILJÖLINGSPROBLEMS._x000D_ _x000D_ Den första TWO LINES COMPRISE FIVE TASKS ATT ADDRESS BASIC PROBLEMS of GAME THEORY. De ARE_x000D_ THE FOLLOWING:_x000D_ _x000D_ 1.1. Lösningar I COOPERATIVE GAMES MED TRANSFERABLE UTILITY._x000D_ 1.2. Lösningar I COOPERATIVE GAMES I PARTITION FUNCTION FORM._x000D_ 1.3. Power INDICES._x000D_ 1.4. Delegation OCH INGEN-COOPERATIVE GAMES._x000D_ 2.2. Koalitionella GAMES MED STRATEGIER OCH INVENTORY MANAGEMENT._x000D_ _x000D_ The THIRD and FOURTH LINES COMPRISE FIVE TASKS THAT ADDRESS APPLIED OPTIMISATION PROBLEMS._x000D_ THEY ÄR THE FOLLOWING:_x000D_ _x000D_ 3.1. Optimering I LOGISTICS._x000D_ 3.2. Resurs PLANNING PROBLEMS._x000D_ 4.1. Planering OCH SEQUENCING I ENERGY PRODUKTION PLANTS._x000D_ 4.2. Optimering OCH ALLOCATION AV RESOURCER I GAS NETWORKS._x000D_ 4.3. Förvaltning AV RESOURCER I ENVIRONMENTAL PROBLEMS._x000D_ _x000D_ TEAM OF DIS COORDINATED PROJEKT är föremål för EIGHTEEN-matematiker. _x000D_ _x000D_ delprojekt 2 ÄR LOCATED I SANTIAGO DE COMPOSTELA UNIVERSITY. DESS FORSKARGRUPP BESTÅR AV FEM LÄKARE OCH TRE FORSKARPRAKTIKANTER. (Swedish)
4 August 2022
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Lugo
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20 December 2023
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Identifiers
MTM2017-87197-C3-3-P
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