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九五品
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作者[美]米尔诺(John Milnor) 著
出版社世界图书出版公司
出版时间2013-03
版次3
装帧平装
上书时间2024-12-05
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图书标准信息
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作者
[美]米尔诺(John Milnor) 著
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出版社
世界图书出版公司
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出版时间
2013-03
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版次
3
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ISBN
9787510058301
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定价
79.00元
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装帧
平装
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开本
16开
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纸张
胶版纸
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页数
304页
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正文语种
英语
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原版书名
Dynamics in One Complex Variable
- 【内容简介】
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ThisbookstudiesthedynamicsofiteratedholomorphicmappingsfromaRiemannsurfacetoitself,concentratingontheclassicalcaseofrational.mapsoftheRiemannsphere.ItisbasedonintroductorylecturesgivenatStonyBrookduringthefalltermof1989-90andinlateryears.IamgratefultotheaudiencesforagreatdealofconstructivecriticismandtoBodilBranner,AdrienDouady,JohnHubbard,andMitsuhiroShishikura,whotaughtmemostofwhatIknowinthisfield.Also,Iwanttothankanumberofindividualsfortheirextremelyhelpfulcriticismsandsuggestions,especiallyAdamEpstein,RodrigoPerez,AlfredoPoirier,LasseRempe,andSaeedZakeri.AraceliBonifanthasbeenparticularlyhelpfulinthepreparationofthisthirdedition.
- 【目录】
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ListofFigures
PrefacetotheThirdEdition
ChronologicalTable
RiemannSurfaces
1.SimplyConnectedSurfaces
2.UniversalCoveringsandthePoincareMetric
3.NormalFamilies:Montel'sTheorem
IteratedHolomorphicMaps
4.FatouandJulia:DynamicsontheRiemannSphere
5.DynamicsonHyperbolicSurfaces
6.DynamicsonEuclideanSurfaces
7.SmoothJuliaSets
LocalFixedPointTheory
8.GeometricallyAttractingorRepellingFixedPoints
9.Bottcher'sTheoremandPolynomialDynamics
10.ParabolicFixedPoints:TheLeau-FatouFlower
11.CremerPointsandSiegelDisks
PeriodicPoints:GlobalTheory
12.TheHolomorphicFixedPointFormula
13.MostPeriodicOrbitsRepel
14.RepellingCyclesAreDenseinJ
StructureoftheFatouSet
15.HermanRings
16.TheSullivanClassificationofFatouComponents
UsingtheFatouSettoStudytheJuliaSet
17.PrimeEndsandLocalConnectivity
18.PolynomialDynamics:ExternalRays
19.HyperbolicandSubhyperbolicMaps
AppendixA.TheoremsfromClassicalAnalysis
AppendixB.Length-Area-ModulusInequalities
AppendixC.Rotations,ContinuedFractions,andRationalApproximation
AppendixD.TwoorMoreComplexVariables
AppendixE.BranchedCoveringsandOrbifolds
AppendixF.NoWanderingFatouComponents
AppendixG.ParameterSpaces
AppendixH.ComputerGraphicsandEffectiveComputation
References
Index
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