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文档介绍:GraduateTextsin Mathematics 188
EditorialBoard
. Gehring . Ribet
Springer
NewYork
Berlin
Heidelberg
Barcelona
Budapest
HongKong
London
Milan
Paris
Singapore
Tokyo
GraduateTexts inMathematics
TAKEUTI!ZARING. Introduction to 33 Topology.
AxiomaticSetTheory. 2nd ed. 34 SPITZER. PrinciplesofRandom Walk.
2 and Category. 2nded. 2nded.
3 Vector Spaces. 35 ALEXANDER!
4 HILTON/ Course in VariablesandBanach .
Homological . 36 KELLEY!NAMIOKAeta!. Linear
5 MAC forthe Working TopologicalSpaces.
. 37 Logic.
6 HuGHES/ Planes. 38
7 A in Arithmetic. Variables.
8 TAKEun! SetTheory. 39 InvitationtoC*-Algebrac;.
9 toLie Algebras 40 KEMENY/
andRepresentation Theory. MarkovChains. 2nd ed.
10 CourseinSimple Homotopy 41 Functions and
Theory. DirichletSeries inNumber Theory.
plex 2nded.
11
Variable2nd ed. 42 Representations ofFinite
I.
12 Mathematical Analysis. Groups.
13 ANDERSON/ Categories 43 GILLMAN/ of Continuous
ofModules. 2nd ed. Functions.
14 GoLUBITSKY/ 44 Algebraic Geometry.
andTheir Singularities. 45 Theory ed.
15 inFunctional 46 Theory 4thed.
II.
AnalysisandOperator Theory. 47 Topology in
16 Structure ofFields. Dimensions2 and 3.
17 RandomProcesses. 2nded. 48 SAcHs/ Relativity for
RosENBLATT.
18 Theory. Mathematicians.
19 Hilbert Space Problem Book. 49 GRUENBERG/.
2nded. 2nded.
20 H