gyoja,representation theory of algebraic groups and quantum groups

gyoja,representation theory of algebraic groups and quantum groups

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时间:2019-01-10

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1、ProgressinMathematicsVolume284SeriesEditorsHymanBassJosephOesterl´eAlanWeinsteinAkihikoGyojaHirakuNakajimaKen-ichiShinodaToshiakiShojiToshiyukiTanisakiEditorsRepresentationTheoryofAlgebraicGroupsandQuantumGroupsEditorsAkihikoGyojaToshiakiShojiNagoyaUniversityNagoyaUniversityGraduateSchoolofM

2、athematicsGraduateSchoolofMathematicsChikusa-kuChikusa-kuNagoya,464-8602Nagoya,464-8602JapanJapangyoja@math.nagoya-u.ac.jpshoji@math.nagoya-u.ac.jpHirakuNakajimaToshiyukiTanisakiKyotoUniversityOsakaCityUniversityResearchInstituteGraduateSchoolofScienceforMathematicalSciencesSumiyoshi-kuKyoto

3、,606-8502Osaka,558-8585JapanJapannakajima@kurims.kyoto-u.ac.jptanisaki@sci.osaka-cu.ac.jpKen-ichiShinodaSophiaUniversityFacultyofScienceandTechnologyDepartmentofInformationandCommunicationSciencesChiyoda-kuTokyo,102-8554Japanshinoda@mm.sophia.ac.jpISBN978-0-8176-4696-7e-ISBN978-0-8176-4697-4

4、DOI10.1007/978-0-8176-4697-4SpringerNewYorkDordrechtHeidelbergLondonMathematicsSubjectClassification(2010):17B37,16Gxx,17B67,20C08,17B20,17B35,20G15,22E65,14M15,14L30cSpringerScience+BusinessMedia,LLC2010Allrightsreserved.Thisworkmaynotbetranslatedorcopiedinwholeorinpartwithoutthewrittenperm

5、issionofthepublisher(SpringerScienceCBusinessMedia,LLC,233SpringStreet,NewYork,NY10013,USA),exceptforbriefexcerptsinconnectionwithreviewsorscholarlyanalysis.Useinconnectionwithanyformofinformationstorageandretrieval,electronicadaptation,computersoftware,orbysimilarordissimilarmethodologynowk

6、nownorhereafterdevelopedisforbidden.Theuseinthispublicationoftradenames,trademarks,servicemarks,andsimilarterms,eveniftheyarenotidentifiedassuch,isnottobetakenasanexpressionofopinionastowhetherornottheyaresubjecttoproprietaryrights.Printedonacid-freepaperwww.birkhauser-science.comContentsPref

7、ace...............................................................................ixProgram.............................................................................xiQuotientCategoriesofModularRepresentations..............................1Henni

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