Topological Library， Part 2 Characteristic Classes and Smooth Structures on Manifolds， 2010.pdf

《Topological Library， Part 2 Characteristic Classes and Smooth Structures on Manifolds， 2010.pdf》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、7102tp.fh11(path)9/14/094:35PMPage1SERIESONKNOTSANDEVERYTHINGEditor-in-charge:LouisH.Kauffman(Univ.ofIllinois,Chicago)TheSeriesonKnotsandEverything:isabookseriespolarizedaroundthetheoryofknots.Volume1intheseriesisLouisHKauffman’sKnotsandPhysics.Onepurposeofthisseriesis

2、tocontinuetheexplorationofmanyofthethemesindicatedinVolume1.Thesethemesreachoutbeyondknottheoryintophysics,mathematics,logic,linguistics,philosophy,biologyandpracticalexperience.Alloftheseoutreacheshaverelationswithknottheorywhenknottheoryisregardedasapivotormeetingpla

3、ceforapparentlyseparateideas.Knotsactassuchapivotalplace.Wedonotfullyunderstandwhythisisso.Theseriesrepresentsstagesintheexplorationofthisnexus.Detailsofthetitlesinthisseriestodategiveapictureoftheenterprise.Published*:Vol.1:KnotsandPhysics(3rdEdition)byL.H.KauffmanVol

4、.2:HowSurfacesIntersectinSpace—AnIntroductiontoTopology(2ndEdition)byJ.S.CarterVol.3:QuantumTopologyeditedbyL.H.Kauffman&R.A.BaadhioVol.4:GaugeFields,KnotsandGravitybyJ.Baez&J.P.MuniainVol.5:Gems,ComputersandAttractorsfor3-ManifoldsbyS.LinsVol.6:KnotsandApplicationsedi

5、tedbyL.H.KauffmanVol.7:RandomKnottingandLinkingeditedbyK.C.Millett&D.W.SumnersVol.8:SymmetricBends:HowtoJoinTwoLengthsofCordbyR.E.MilesVol.9:CombinatorialPhysicsbyT.Bastin&C.W.KilmisterVol.10:NonstandardLogicsandNonstandardMetricsinPhysicsbyW.M.HonigVol.11:HistoryandSc

6、ienceofKnotseditedbyJ.C.Turner&P.vandeGriendEH-TopologicalLibrary2.pmd21/11/2010,5:24PMVol.12:RelativisticReality:AModernVieweditedbyJ.D.Edmonds,Jr.Vol.13:EntropicSpacetimeTheorybyJ.ArmelVol.14:Diamond—AParadoxLogicbyN.S.HellersteinVol.15:LecturesatKNOTS’96byS.SuzukiVo

7、l.16:Delta—AParadoxLogicbyN.S.HellersteinVol.17:HypercomplexIterations—DistanceEstimationandHigherDimensionalFractalsbyY.Dang,L.H.Kauffman&D.SandinVol.18:TheSelf-EvolvingCosmos:APhenomenologicalApproachtoNature’sUnity-in-DiversitybyS.M.RosenVol.19:IdealKnotsbyA.Stasiak

8、,V.Katritch&L.H.KauffmanVol.20:TheMysteryofKnots—ComputerProgrammingforKnotTabulationbyC.N.AnezirisVol.21:LINKNOT:Kno