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时间:2019-01-16
《[博弈论书籍].an.introduction.to.dynamic.games,a. haurie,j. krawczyk,march 28,2000》由会员上传分享,免费在线阅读,更多相关内容在学术论文-天天文库。
1、AnIntroductiontoDynamicGamesA.HaurieJ.KrawczykMarch28,20002Contents1Foreword91.1WhatareDynamicGames?.......................91.2OriginsoftheseLectureNotes.....................91.3Motivation...............................10IElementsofClassicalGameTheory132DecisionAnalysi
2、swithManyAgents152.1TheBasicConceptsofGameTheory..................152.2GamesinExtensiveForm........................162.2.1Descriptionofmoves,informationandrandomness......162.2.2ComparingRandomPerspectives...............182.3Additionalconceptsaboutinformation..........
3、.......202.3.1Completeandperfectinformation...............202.3.2Commitment..........................212.3.3Bindingagreement.......................212.4GamesinNormalForm........................2134CONTENTS2.4.1Playinggamesthroughstrategies................212.4.2Fromthe
4、extensiveformtothestrategicornormalform...222.4.3MixedandBehaviorStrategies.................243Solutionconceptsfornoncooperativegames273.1introduction...............................273.2MatrixGames..............................283.2.1Saddle-Points......................
5、....313.2.2Mixedstrategies........................323.2.3AlgorithmsfortheComputationofSaddle-Points.......343.3BimatrixGames.............................363.3.1NashEquilibria.........................373.3.2ShortcommingsoftheNashequilibriumconcept.......383.3.3Algorithm
6、sfortheComputationofNashEquilibriainBima-trixGames...........................393.4Concavem-PersonGames.......................443.4.1ExistenceofCoupledEquilibria................453.4.2NormalizedEquilibria.....................473.4.3UniquenessofEquilibrium...............
7、....483.4.4Anumericaltechnique.....................503.4.5Avariationalinequalityformulation..............503.5Cournotequilibrium...........................513.5.1ThestaticCournotmodel....................51CONTENTS53.5.2FormulationofaCournotequilibriumasanonlinearcomple
8、-mentarityproblem.......................523.5.3ComputingthesolutionofaclassicalCournotmodel.....553.6Correlatedequili
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