LEADER 02658nam1 2200565 450 001 990003343390203316 005 20091103101222.0 035 $a000334339 035 $aUSA01000334339 035 $a(ALEPH)000334339USA01 035 $a000334339 100 $a20091103d19..----km-y0itay50------ba 101 $aeng 102 $aUS 105 $a||||||||001yy 200 1 $aPure and applied mathematics$ea series of monographs and textbooks$feditors: Paul A. Smith and Samuel Eilenberg 210 $aNew York [etc.]$cAcademic press$d19... 215 $av.$d24 cm 606 0 $aMatematica 676 $a510 702 1$aSMITH,$bPaul A. 702 1$aEILENBERG,$bSamuel 801 0$aIT$bsalbc$gISBD 912 $a990003343390203316 951 $a510 PAM/$bCBS$c510 959 $aBK 969 $aSCI 979 $aRSIAV7$b90$c20091103$lUSA01$h1012 996 $aPure and applied mathematics$964382 997 $aUNISA 998 \\$1001990000259370203316$12001 $a<> mathematical theory of L systems 998 \\$1001990001078210203316$12001 $aMeasure and integration theory on infinite-dimensional spaces$eabstract harmonic analysis 998 \\$1001990001078220203316$12001 $aBanach algebra techniques in operator theory 998 \\$1001990001078230203316$12001 $aSymmetry groups and their applications 998 \\$1001990001078240203316$12001 $aTopological Embeddings 998 \\$1001990001078250203316$12001 $aHomology theory$ean introduction to algebraic topology 998 \\$1001990001078260203316$12001 $aDifferential Algebra and Algebraic Groups 998 \\$1001990001078300203316$12001 $aIntroduction to the theory of entire functions 998 \\$1001990001078330203316$12001 $aConvex Functions 998 \\$1001990001078340203316$12001 $aRiemann's Zeta Function 998 \\$1001990001078350203316$12001 $aNoneuclidean Tesselations and Their Groups 998 \\$1001990001078360203316$12001 $a<> introduction to differentiable manifolds and riemannian geometry 998 \\$1001990001078370203316$12001 $aHomotopy Theory$ean introduction to algebraic Topology 998 \\$1001990001078380203316$12001 $aSpectral Synthesis 998 \\$1001990001078390203316$12001 $a<> Heat equation 998 \\$1001990001078400203316$12001 $aMathematical cosmology and extragalactic astronomy 998 \\$1001990001078410203316$12001 $aCharacter theory of finite groups 998 \\$1001990001078420203316$12001 $aErgodic theory and topological dynamics 998 \\$1001990001078440203316$12001 $aGeneral concepts 998 \\$1001990001078450203316$12001 $aIntroduction to the theory of infinitesimals