作者：田国强著
页数：354
出版社：北京大学出版社
出版日期：2005
ISBN：9787301045664
电子书格式：pdf/epub/txt
内容简介
本书探讨最优选择与一般均衡理论。其内容有:1.消费者偏好最大化的特征、魏尔斯特拉斯定理和极大值定理。2.博弈的纳什均衡和一般均衡的存在性及其特征。3.开放经济和种类产权经济的一般均衡模型。4.极大值定理，KKM定理的一般化及最小最大不等式在经济中的应用。5.转型经济中企业产权安排的理论框架。
作者简介
田国强，1982年获华中理工大学数学硕士，1987年获美国明尼苏达大学经济学博士，博士论文获全美斯隆博士论文奖，同年被美国德州A&M大学经济系聘为助教授。1995年被提升为终身教职正教授。现为美国德州A&M大学文学院勒威斯讲座教授、民营企业研究中心高级研究员，同时也是华中理工大学和北京大学等大学的兼职教授。曾任中国留学经济学会会长（1991－1992）中国旅美社会科学教授协会首届主席（1995-1997）。研究方向有当代经济理论、激励经济机制的设计、数理经济学、对策论、动态最优化理论、国际贸易、计量经济学和中国经济。在这些领域中，有50多篇英文论文 在中国大陆学术期刊发表。著有《大众市场经济学》。主编的《市场经济学丛书》（14本）获中国图书奖上个国家一等奖。
目录
Acknowledgments
前言
PartⅠCharacterizationsofPreferenceMaximization,theWeierstrassTheoremandMaximumTheorem
1.NecessaryandSufficientconditionsforMaximizationofclassofPreferenceRelations,ReviewofEconomicStudies,60:949-958,1993
2.TransferMethodforcharacterizingtheExistenceofMaximalElementsofbinaryRelationonCompactorNoncompactSets,SIAMJ.Optimization,2(3):360-375,1992
3.Transfercontinuities,GeneralizationsoftheWeierstrassandMaximumTheorems:AFullCharacterization,JournalofMathematicalEconomics,24:281-303,1995
PartⅡTheExistenceofGamesandGeneralEquilibriaandTheircharcterizations
4.CharacterizationsoftheExistenceofEquilibriainGameswithDiscontinuousandNon-QuasiconcavePayoffss,ReviewofEconomicStudies,60:935-948,1993
5.OntheExistenceofEquilibriainGeneralizedGames,InternationalJournalofGameTheory,20:247-254,1992
6.EquilibriuminAbstractEconomieswithaNon-CompactInfiiteDimensionalStrategySpace,anInfiniteNumberofAgentsandwithoutOrderedPreferceces,EconomicsLetters,33:203-206,1990
7.ExistenceofEquilibriuminAbstractEconomieswithDiscontinousPayoffsandNo–CompactChoiceSpaces,JournalofMathematicalEconomics,21:379-388,1992
PartⅢGeneralEquilibriumModelsforOpenEconomyandVariousOwnershipEcomnomies
8.AGenral-EquilibriumIntertemporalModelofanOpenEconomy,EconomicTheory,2:215-246,1992
9.Ratio-LindahlandRatioEquilibriumIntemporalModelofanOpenEconomy,EconomicTheory,2:215-246,1992
10.OntheConstrainedWalrasianandLindahlCorrespondences,EconomicsLetters,26:299-303,1988
PartⅣGenralizaionsofMaximumTheorem,KKMTheoremandMinimaxInequalitieswithApplicationstoEconomics
PartⅤGeneralizationsandCharacterizationsofFixed-PointsTheorems,VariationalInequalities,Quasi-VariationalInequalities,andMinimaxInequalities
PartⅥOptimalOwnershipArrangements
PartVIIDynamicConsumptionMaximizationandEstimationoftheLinearExpenditureSystem
前言
PartⅠCharacterizationsofPreferenceMaximization,theWeierstrassTheoremandMaximumTheorem
1.NecessaryandSufficientconditionsforMaximizationofclassofPreferenceRelations,ReviewofEconomicStudies,60:949-958,1993
2.TransferMethodforcharacterizingtheExistenceofMaximalElementsofbinaryRelationonCompactorNoncompactSets,SIAMJ.Optimization,2(3):360-375,1992
3.Transfercontinuities,GeneralizationsoftheWeierstrassandMaximumTheorems:AFullCharacterization,JournalofMathematicalEconomics,24:281-303,1995
PartⅡTheExistenceofGamesandGeneralEquilibriaandTheircharcterizations
4.CharacterizationsoftheExistenceofEquilibriainGameswithDiscontinuousandNon-QuasiconcavePayoffss,ReviewofEconomicStudies,60:935-948,1993
5.OntheExistenceofEquilibriainGeneralizedGames,InternationalJournalofGameTheory,20:247-254,1992
6.EquilibriuminAbstractEconomieswithaNon-CompactInfiiteDimensionalStrategySpace,anInfiniteNumberofAgentsandwithoutOrderedPreferceces,EconomicsLetters,33:203-206,1990
7.ExistenceofEquilibriuminAbstractEconomieswithDiscontinousPayoffsandNo–CompactChoiceSpaces,JournalofMathematicalEconomics,21:379-388,1992
PartⅢGeneralEquilibriumModelsforOpenEconomyandVariousOwnershipEcomnomies
8.AGenral-EquilibriumIntertemporalModelofanOpenEconomy,EconomicTheory,2:215-246,1992
9.Ratio-LindahlandRatioEquilibriumIntemporalModelofanOpenEconomy,EconomicTheory,2:215-246,1992
10.OntheConstrainedWalrasianandLindahlCorrespondences,EconomicsLetters,26:299-303,1988
PartⅣGenralizaionsofMaximumTheorem,KKMTheoremandMinimaxInequalitieswithApplicationstoEconomics
PartⅤGeneralizationsandCharacterizationsofFixed-PointsTheorems,VariationalInequalities,Quasi-VariationalInequalities,andMinimaxInequalities
PartⅥOptimalOwnershipArrangements
PartVIIDynamicConsumptionMaximizationandEstimationoftheLinearExpenditureSystem
