Classical descriptive set theory, alexander s kechris

Graduate Texts in Mathematics J.H Ewing 156 Editorial Board F.W Gehring P.R Halmos Graduate Texts in Mathematics 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 TAKEUTI/ZARING Int.roduction to Axiomatic Set Theory 2nd ed OXTOBY !lleasure and Category 2nd ed SCHAEFFER Topological Vf'ct.or Spaces HILTON/STA~IMBACH A ComBe in Homologkal Algebra !lIACLANE Categories for the Working !lIathematician HCGlIES/PIPER Projective Planes SERRE A Comse in Aritillllt'tic TAKELTTI/ZARING Axiometic Set Theory H l'~IPHREYS Introduct.ion to Lie Algebras and Representation Theory COHEN A Course in Simple Homotopy Theory CONWAY Funct.ions of One Complex Variable 2nd pd BEALS Ad\'anced !lIathelllatical Analysis ANDERSON/FULLER Rings and Categories of Modules 2nd I'd GOLI1BiTSKY/GlIILEWN Stable Mappings and Their Singularities BERBERIAN L('ctures in Functional Analysis and Operator Theor,' WINTER The Structure of Fields ROSENBLATT Random Processes 2nd ed HAL~IOS I\Ieasure Theory HAUIOS A Hilbert Space Problem Book 2nd cd HUSE~IOLLER Fibre Bundles 3rd "d HUMPHREYS Linear Algebraic Groups BARNES/MACK An Algebraic Introdnction to !lIathematical Logic GREllB Lineal' Algebra 4th ed HOL~IES Geompt,ric Functional Analysis and Its Applications HEWITT /STRO~IBERG Real and Abstract Analysis I\IANES Algebraic Theorip,,, KELLEY General Topology ZARISKI/SAl\IITEL Commut.at.ive Algebra Vel I ZARISKI/SA~!l1EL Commutative Algebra Vol II JACOBSON Lectures in Abstract Algebra I Basic Concepts JACOBSON Lectures in Abstract Algebra II Linear Algehra 32 ,JACOBSON Lectures in Abstract Algebra III Theory of Fields and Galois Theory 33 HIRSCH Difff'rential Topology :34 SPITZER Principles of Random 'Valko 2nd ed 35 \i\'ER~IER Banach Algebras and Several Complex Variables 2nd eel 36 KELLEY /N MIIOKA et al Linear Topological Spaces 37 MONK !lIathematical Logic 38 GRAI'ERT /FRITZSCHE Several Complex Variablps 39 ARVESON An Invitation to C'-Algebras 40 KE~!ENY /SNELL/KNAPP Denumerable !llarkov Chains 2nd ed 41 ApOSTOL !l1odular Functions and Dirichlet Series in N umlwr Theory 2nd ed 42 SERRE Linear Representat.ions of Finite Groups 43 GILL~IAN /.1 ERISON Rings of Continllom Functions 44 KENDIG Elementar.\' Algebraic Geometry 45 LoEVE Probability Theory I 4th ed -16 LOEvE Probability Theory II 4th ed 47 !l1OISE Geometric Topology in Dimensions and 48 SACHS/WI' General Relativity for I\lat hematicians 49 GRI;ENBERG/\NEIR Linear Geometry 2nd ed 50 EDWARDS Fermat's Last Theorem 51 KLINGENBERG.A Course in Differential Geometry 52 HARTSHORNE