0198568614.Oxford.University.Press.USA.Category.Theory.Jul.2006

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1、OXFORDLOGICGUIDESSeriesEditorsD.M.GABBAYA.J.MACINTYRED.S.SCOTTOXFORDLOGICGUIDESAvailablebooksintheseries:10.MichaelHallett:Cantoriansettheoryandlimitationofsize17.StewartShapiro:Foundationswithoutfoundationalism18.JohnP.Cleave:Astudyoflogics21.C.McLarty:Elementarycategori

2、es,elementarytoposes22.R.M.Smullyan:Recursiontheoryformetamathematics23.PeterCloteandJanKraj´ıˇcek:Arithmetic,prooftheory,andcomputationalcomplexity24.A.Tarski:Introductiontologicandtothemethodologyofdeductivesciences25.G.Malinowski:Manyvaluedlogics26.AlexandreBorovikandA

3、liNesin:GroupsoffiniteMorleyrank27.R.M.Smullyan:Diagonalizationandself-reference28.DovM.Gabbay,IanHodkinson,andMarkReynolds:Temporallogic:Mathemat-icalfoundationsandcomputationalaspects:volume129.SaharonShelah:Cardinalarithmetic30.ErikSandewall:Featuresandfluents:VolumeI:AS

4、ystematicapproachtotherepresentationofknowledgeaboutdynamicalsystems31.T.E.Forster:Settheorywithauniversalset:Exploringanuntypeduniverse,secondedition32.AnandPillay:Geometricstabilitytheory33.DovM.Gabbay:Labelleddeductivesystems35.AlexanderChagrovandMichaelZakharyaschev:M

5、odallogic36.G.SambinandJ.Smith:Twenty-fiveyearsofMartin-L¨ofconstructivetypetheory37.Mar´ıaManzano:Modeltheory38.DovM.Gabbay:Fibringlogics39.MichaelDummet:ElementsofIntuitionism,secondedition40.D.M.Gabbay,M.A.Reynolds,andMarceloFinger:Temporallogic:Mathematicalfoundationsa

6、ndcomputationalaspectsvolume241.J.M.DunnandG.Hardegree:AlgebraicMethodsinPhilosophicalLogic42.H.Rott:Change,ChoiceandInference:Astudyofbeliefrevisionandnon-monotonicreasoning43.P.T.Johnstone:SketchesofanElephant:Atopostheorycompendium:Volume144.P.T.Johnstone:SketchesofanE

7、lephant:Atopostheorycompendium:Volume245.DavidJ.PymandEikeRitter:ReductiveLogicandProofSearch:Prooftheory,semanticsandcontrol46.D.M.GabbayandL.Maksimova:InterpolationandDefinability:ModalandIntuitionisticLogics47.JohnL.Bell:SetTheory:Boolean-valuedmodelsandindependenceproo

8、fs,thirdedition48.LauraCrosillaandPeterSchuster:FromSetsandTypestoTopologyandAnalysis:Towardspra