Vol.  277 Schmüdgen, Konrad
The moment problem
QA432 S35

Vol. 276 Einsiedler, Manfred Leopold; Ward, Thomas  
Functional analysis, spectral theory, and applications
QA320 E55

Vol. 275 Tu, Loring W.
Differential geometry : connections, curvature, and characteristic classes
QA641 T8

Vol. 274 Le Gall, Jean-Francois
Brownian motion, martingales, and stochastic calculus
QA274.75 L43

Vol. 273 Fomenko, Anatoly; Fuchs, Dmitry
Homotopical topology
QA612.7 F658 2016

Vol. 272 Eisner, Tanja; Farkas, Bálint; Haase, Markus; Nagel, Rainer
Operator theoretic aspects of ergodic theory
QA313 E58

Vol. 271 Pedersen, Steen; Cornuéjols, Gérard; Zambelli, Giacomo
Integer programming
T57.74  C65

Vol. 270  Weintraub, Steven H.
Fundamentals of algebraic topology
QA612 W45

Vol. 269 Osborne, M. Scott
Locally convex spaces
QA322 O73

Vol. 268 Krantz, Steven G.   
Geometric analysis of the Bergman Kernel and metric
QA331 K732

Vol. 267 Hall, Brian C.   
Quantum theory for mathematicians
QC174.12 H337

Vol. 266 Penot, Jean-Paul   
Calculus without derivatives
QA303.2 P45

Vol. 265 Schmüdgen, Konrad
Unbounded self-adjoint operators on Hilbert space
QA329 S335

Vol. 264 Clarke, Francis   
Functional analysis, calculus of variations and optimal control
QA320 C56

Vol. 263  Zhu, Kehe
Analysis on Fock spaces
QA320 Z48

Vol. 262 Stroock, Daniel W.
Essentials of integration theory for analysis
QA312 S78

Vol. 261 Çlnlar, Erhan
Probability and stochastics
QA274 C545

Vol. 260 Herzog, Jürgen; Hibi, Takayuki 
Monomial ideals
QA251.3 H53

Vol. 259 Einsiedler, Manfred Leopold; Ward, Thomas
Ergodic theory : with a view towards number theory
QA611.5 E45

Vol. 258 Güler, Osman
Foundations of optimization
QA402.5 G845

Vol. 257 Hartshorne, Robin 
Deformation theory
QA614.58 H37

Vol. 256 Kemper, Gregor  
A course in commutative algebra
QA251.3 K45

Vol. 255 Goodman, Roe; Wallach, Nolan R.
Symmetry, representations, and invariants
QA176 G67

Vol. 254 Stichtenoth, Henning   
Algebraic function fields and codes. 2nd ed.
QA341 S75 2009

Vol. 253 MacCluer, Barbara D.  
Elementary functional analysis
QA320 M29

Vol. 252 Grubb, Gerd   
Distributions and operators
QA324 G77

Vol. 251 Wilson, Robert A.  
The finite simple groups
QA177 W55

Vol. 250  Winter, David J.  
The structure of fields
QA247 W54

Vol. 249 Grafakos, Loukas  
Classical fourier analysis. 2nd ed.
QA403.5 G74 2008

Vol. 248 Abramenko, Peter; Brown, Kenneth S.  
Buildings : theory and applications
QA174.2 A36

Vol. 247 Kassel, Christian; Turaev, Vladimir G.   
Braid groups
QA612.23 K37

Vol. 246 Kaniuth, Eberhard   
A course in commutative Banach algebras
QA326 K345

Vol. 245 Rodriguez, Rubi E.; Kra, Irwin; Gilman, Jane
Complex analysis : in the spirit of Lipman Bers. 2nd ed.
QA331.7 R64 2013

Vol. 244 Bondy, John Adrian; Murty, U. S. R.
Graph theory
QA166 B643

Vol. 243 Geoghegan, Ross
Topological methods in group theory
QA174.2 G46

Vol. 242 Grillet, Pierre Antoine
Abstract algebra. 2nd ed.
QA162 G74 2007

Vol. 241 Silverman, Joseph H.  
The arithmetic of dynamical systems
QA845 S55

Vol. 240 Cohen, Henri   
Analytic and Modern Tools
QA241 C6345 V. II

Vol. 239 Cohen, Henri   
Tools and diophantine equations
QA241 C6345  V. I

Vol. 238 Aigner, Martin  
A course in enumeration
QA164.8 A54

Vol. 237 Martínez-Avendaño, Rubén A. ; Rosenthal, Peter 
An introduction to operators on the Hardy-Hilbert space
QA329 M367

Vol. 236 Garnett, John B.   
Bounded analytic functions
QA331 G36 2007

Vol. 235 Sepanski, Mark R. 
Compact Lie groups
QA387 S454

Vol. 234 Jørgensen, Palle E. T. 
Analysis and probability : wavelets, signals, fractals
QA401 J665

Vol. 233 Albiac, Fernando; Kalton, Nigel John   
Topics in Banach space theory
QA322.2 A525

Vol. 232 Everest, Graham; Ward, Thomas
An introduction to number theory
QA241 E94

Vol. 231 Bjorner, Anders; Brenti, Francesco
Combinatorics of coxeter groups
QA182.5 B56

Vol. 230  Stroock, Daniel W 
An introduction to Markov processes. 2nd ed.
QA274.7 S767 2014

Vol. 229 Eisenbud, David   
The geometry of syzygies : a second course in commutative algebra and algebraic geometry
QA247 E54

Vol. 228 Diamond, Fred; Shurman, Jerry Michael  
A first course in modular forms
QA243 D46

Vol. 227 Miller, Ezra; Sturmfels, Bernd  
Combinatorial commutative algebra
QA251.3 M55

Vol. 226 Zhu, Kehe   
Spaces of holomorphic functions in the unit ball
QA331 Z48

Vol. 225 Bump, Daniel
Lie groups. 2nd ed.
QA387 B86 2013

Vol. 224 Walschap, Gerard   
Metric structures in differential geometry
QA641 W35

Vol. 223 Vretblad, Anders  
Fourier analysis and its applications
QA403.5 V74

Vol. 222  Hall, Brian C. 
Lie groups, Lie algebras, and representations : an elementary introduction
QA387 H35

Vol. 221 Grunbaum, Branko 
Convex polytopes. 2nd ed.
QA482 G78 2003

Vol. 220 Nestruev, Jet  
Smooth manifolds and observables
QA613 N47

Vol. 219 Maclachlan, Colin; Reid, Alan W.   
The arithmetic of hyperbolic three-manifolds
QA613.2 M3

Vol. 218 Hilton, Peter John; Stammbach, Urs   
A course in homological algebra
QA169 H55

Vol. 217 Marker, David   
Model theory : an introduction
QA9.7 M373

Vol. 216 Serre, Denis   
Matrices : theory and applications
QA188 S4713

Vol. 215 Goldschmidt, David M.  
Algebraic functions and projective curves
QA341 G65

Vol. 214 Jost, Jürgen   
Partial differential equations. 3rd ed.
QA377 J675 2013

Vol. 213 Fritzsche, Klaus; Grauert, Hans
From holomorphic functions to complex manifolds
QA331.7 F75

Vol. 212 Matousek, Jiri 
Lectures on discrete geometry
QA639.5 M37

Vol. 211 Lang, Serge   
Algebra Rev. 3rd ed.
QA154 L35 2002

Vol. 210 Rosen, Michael Ira   
Number theory in function fields
QA241 R675

Vol. 209 Arveson, William   
A short course on spectral theory
QA320 A78

Vol. 208 Cheney, Elliott Ward   
Analysis for applied mathematics
QA300 C457

Vol. 207 Godsil, C. D  
Algebraic graph theory
QA166 G63

Vol. 206  Murty, Maruti Ram  
Problems in analytic number theory
QA241 M87

Vol. 205 Felix, Yves; Halperin, Stephen; Thomas, Jean-claude   
Rational homotopy theory
QA612.7 F457

Vol. 204 Escofier, Jean-Pierre 
Galois theory
QA174.2 E7313

Vol. 203 Sagan, Bruce Eli   
The symmetric group : representations, combinatorial algorithms, and symmetric functions. 2nd ed. 
QA174 S324 2001

Vol. 202  Lee, John M.    
Introduction to topological manifolds
QA613.2 L44

Vol. 201 Hindry, Marc   
Diophantine geometry : an introduction
QA242.5 H55

Vol. 200 Bao, David Dai-Wai; Chern, Shiing-Shen; Shen, Zhongmin
An introduction to riemann-Finsler geometry
QA649 B355

Vol. 199 Hedenmalm, Haakan; Korenblum, Boris; Zhu, Kehe
Theory of Bergman spaces
QA331 H385

Vol. 198 Robert, Alain   
A course in p-adic analysis
QA241 R63

Vol. 197 Eisenbud, David; Harris, Joe
The geometry of schemes
QA564 E548

Vol. 196 Osborne, M. Scott  
Basic homological algebra
QA169 O83

Vol. 195 Nathanson, Melvyn Bernard  
Elementary methods in number theory
QA241 N3684

Vol. 194 Engel, Klaus-Jochen; Nagel, Rainer   
One-parameter semigroups for linear evolution equations
QA329 E54

Vol. 193 Cohen, Henri
Advanced topics in computational number theory
QA241 C634

Vol. 192 Hirsch, Francis; Lacombe, Gilles; Levy, Silvio 
Elements of functional analysis
QA320 H5713

Vol. 191 Lang, Serge   
Fundamentals of differential geometry
QA641 L35

Vol. 190 Esmonde, Jody; Murty, Maruti Ram  
Problems in algebraic number theory
QA247 E75

Vol. 189 Lam, Tsit-Yuen   
Lectures on modules and rings
QA247 L305

Vol. 188 Goldblatt, Robert   
Lectures on the hyperreals : an introduction to nonstandard analysis
QA299.82 G65

Vol. 187 Harris, Joe; Morrison, Ian 
Moduli of curves
QA564 H369

Vol. 186 Ramakrishnan, Dinakar; Valenza, Robert J.
Fourier analysis on number fields
QA403.5 R345

Vol. 185 Cox, David A.; Little, John B.; O’Shea, Donal   
Using algebraic geometry
QA564 C695

Vol. 184 Bollobás, Béla  
Modern graph theory
QA166 B65 1998

Vol. 183 Megginson, Robert E.  
An introduction to Banach space theory
QA322.2 M44

Vol. 182 Walter, Wolfgang   
Ordinary differential equations
QA372 W27713

Vol. 181 Kress, Rainer
Numerical analysis
QA297 K74

Vol. 180 Srivastava, Sashi Mohan  
A course on Borel sets
QA248 S75

Vol. 179 Douglas, Ronald G.
Banach algebra techniques in operator theory 2nd ed.
QA320 D67 1998

Vol. 178 Clarke, Frank H. (Colab.)   
Nonsmooth analysis and control theory
QA402.3 N655

Vol. 177 Newman, Donald J.   
Analytic number theory
QA241 N472 1997

Vol. 176 Lee, John M.   
Riemannian manifolds : an introduction to curvature
QA649 L44 1997

Vol. 175 Lickorish, W. B. Raymond   
An Introduction to knot theory
QA612.2 L53 1997

Vol. 174 Bridges, Douglas S.   
Foundations of real and abstract analysis
QA300 B745

Vol.  173 Diestel, Reinhard
Graph theory. 4th ed.  
QA166 D5613 2010

Vol. 172 Remmert, Reinhold   
Classical topics in complex function theory
QA331.7 R4513 1998

Vol. 171 Petersen, Peter
Riemannian geometry
QA649 P468 1998

Vol. 170 Bredon, Glen E.  
Sheaf theory. 2th ed.  
QA614.5S5 B7 1997

Vol. 169 Bhatia, Rajendra 
Matrix analysis
QA188 B438 1996

Vol. 168 Ewald, Gunter
Combinatorial convexity and algebraic geometry
QA639.5 E83 1996

Vol. 167 Morandi, Patrick   
Field and Galois theory
QA247 M655 1996

Vol. 166 Sharpe, Richard W.  
Differential geometry : Cartan’s generalization of Klein’s Erlangen program
QA641 S47 1996

Vol. 165 Nathanson, Melvyn Bernard   
Additive number theory : inverse problems and the geometry of sumsets
QA241 N3682 1996

Vol. 164 Nathanson, Melvyn Bernard  
Additive number theory : the classical bases
QA241 N368

Vol. 163 Dixon, John D.  
Permutation groups
QA175 D59

Vol. 162 Alperin, J. L.  
Groups and representations
QA176 A56

Vol. 161 Borwein, Peter B.; Erdelyi, Tamas  
Polynomials and polynomial inequalities
QA241 B68

Vol. 160 Lang, Serge   
Differential and Riemannian manifolds
QA614.3 L35

Vol. 159 Conway, John B.   
Functions of one complex variable II
QA331 C64 1995 (Disponible en IIMAS, FC, Ctro. de Ciencias Matemáticas, Inst. Matemáticas. Cuernavaca, IISUE)

Vol. 158 Roman, Steven  
Field theory
QA247 R65

Vol. 157 Malliavin, Paul   
Integration and probability
QA308 M35

Vol. 156 Kechris, Alexander S.
Classical descriptive set theory
QA248 K41

Vol. 155 Kassel, Christian
Quantum groups
QC20.7G76 K37

Vol. 154 Brown, Arlen; Pearcy, Carl M.   
An introduction to analysis
QA300 B758

Vol. 153 Fulton, William 
Algebraic topology
QA612 F85

Vol. 152 Ziegler, Gunter M.  
Lectures on polytopes
QA691 Z54 1995

Vol. 151 Silverman, Joseph H.  
Advanced topics in the arithmetic of elliptic curves
QA567 S554

Vol. 150 Eisenbud, David  
Commutative algebra : With a view toward algebraic geometry
QA251.3 E57

Vol. 149 Ratcliffe, John G.   
Foundations of hyperbolic manifolds
QA685 R37

Vol. 148 Rotman, Joseph J.   
An introduction to the theory of groups. 4th ed. 
QA171 R67 1995

Vol. 147 Rosenberg, Jonathan   
Algebraic K-theory and its applications
QA612.33 R668

Vol. 146 Bridges, Douglas S.   
Computability : a mathematical sketchbook
QA9.59 B75

Vol. 145 Vick, James W.   
Homology theory : An introduction to algebraic topology. 2th ed. 
QA611 V52 1994

Vol. 144 Farb, Benson; Dennis, R. Keith 
Noncommutative algebra
QA251.4 F37

Vol. 143 Doob, J. L. 
Measure theory
QA325 D66

Vol. 142 Lang, Serge   
Real and functional analysis. 3th ed. 
QA300 L346 1993

Vol. 141 Becker, Thomas   
Grobner bases : A computational approach to commutative algebra
QA251.3 B43

Vol. 140 Aubin, Jean Pierre   
Optima and equilibria : an introduction to nonlinear analysis. 2nd ed. 
QA427 A8313 1998

Vol. 139 Bredon, Glen E.   
Topology and geometry
QA612 B74

Vol. 138 Cohen, Henri   
A course in computational algebraic number theory
QA247 C58

Vol. 137  Axler, Sheldon Jay 
Harmonic function theory. 2nd ed. 
QA405 A95 2001

Vol. 136 Adkins, William A.; Weintraub, Steven H.   
Algebra : an approach via module theory
QA154 A35

Vol. 135 Roman, Steven  
Advanced linear algebra
QA184 R68

Vol. 134 Roman, Steven   
Coding and information theory
QA268 R65

Vol. 133 Harris, Joe  
Algebraic geometry : A first course
QA564 H354

Vol. 132 Beardon, Alan F.
Iteration of rational functions : Complex analytic dynamical systems
QA297.8 B43

Vol. 131 Lam, Tsit-Yuen   
A first course in noncommutative rings. 2nd ed. 
QA251.4 L35 2001

Vol. 130 Dodson, C. T. J   
Tensor geometry : The geometric viewpoint and its uses. 2nd ed. 
QA649 D63 1991

Vol. 129 Fulton, William; Harris, Joe   
Representation theory : A first course
QA171 F85

Vol. 128 Rauch, Jeffrey   
Partial differential equations
QA374 R38

Vol. 127 Massey, William S.   
A basic course in algebraic topology
QA612 M373

Vol. 126 Borel, Armand   
Linear algebraic groups. 2nd ed. 
QA564 B66 1991

Vol. 125 Berenstein, Carlos A.   
Complex variables : An introduction
QA331.7 B47

Vol. 124 Dubrovin, B. A.; Fomenko, A. T.; Nivikov, Sergei Petrovich
Modern geometry : Methods and applications
QA445 D8313 Part. III

Vol. 123 Ebbinghaus, Heinz-Dieter   
Numbers
QA241 N85913

Vol. 122 Remmert, Reinhold   
Theory of complex functions
QA331 R4613

Vol. 121 Lang, Serge   
Cyclotomic fields I and II : Combined second edition
QA247 L337 1990

Vol. 120 Ziemer, William P.   
Weakly differentiable functions : Sobolev spaces and functions of bounded variation
QA323 Z54

Vol. 119 Rotman, Joseph J.  
An introduction to algebraic topology
QA612 R672

Vol. 118 Pedersen, Gert Kjaergard
Analysis now
QA320 P41

Vol. 117 Serre, Jean Pierre   
Algebraic groups and class fields
QA171 S437

Vol. 116 Kelly, John L.  
Measure and integral
QA312 K35

Vol. 115 Berger, Marcel; Gostiaux, Bernard
Differential geometry : Manifolds, curves and surfaces
QA641 B4313 1988

Vol. 114 Koblitz, Neal  
A course in number theory and cryptography
QA241 K59 1987

Vol. 113 Karatzas, Ioannis; Shreve, Steven E. 
Brownian motion and stochastic calculus
QA274.75 K3

Vol. 112 Lang, Serge   
Elliptic functions. 2nd ed. 
QA343 L34 1987 

Vol. 111 Husemöller, Dale
Elliptic curves
QA567 H87

Vol. 110 Lang, Serge   
Algebraic number theory. 2nd ed. 
QA247 L35 1994

Vol. 109 Lehto, Olli
Univalent functions and Teichmüller spaces
QA331 L427 1987 (Disponible en CINVESTAV)

Vol. 108  Range, R. Michael   
Holomorphic functions and integral representations in several complex variables
QA331 R35

Vol. 107 Olver, Peter J.   
Applications of lie groups to differential equation
QA372 O58

Vol. 106 Silverman, Joseph H.   
The arithmetic of elliptic curves
QA567 S55

Vol. 105 Lang, Serge   
SL2(R)
QA387 L35

Vol. 104 Dubrovin, B. A.; Fomenko, A. T; Nivikov, Sergei Petrovich   
Modern geometry : Methods and applications
QA445 D8313 Part. II

Vol. 103 Lang, Serge  
Complex analysis 2nd ed.
QA331 L35 1985

Vol. 102  Varadarajan, V. S.
Lie groups, Lie Algebras, and their representations
QA387 V37

Vol. 101 Edwards, Harold M.
Galois theory
QA247 E375

Vol. 100 Berg, Christian; Christensen, Jens Peter Reus; Ressel, Paul   
Harmonic analysis on semigroups : Theory of positive difinite and related functions
QA403 B46

Vol. 99 Grove, Larry C.; Benson, Clark T.   
Finite reflection groups. 2nd ed.
QA171 G768 1985

Vol. 98 Bröcker, Theodor; Dieck, Tammo Tom   
Representations of compact lie groups
QA387 B76

Vol. 97 Koblitz, Neal
Introduction to elliptic curves and modular forms. 2nd ed.
QA567 K63 1993

Vol. 96 Conway, John B.   
A course in functional analysis
QA320 C66

Vol. 95 Shiryaev, Albert Nikolaevich
Probability
QA273 S54413 1984 (Disponible en CINVESTAV)

Vol. 94 Warner, Frank Wilson  
Foundations of differentiable manifolds and lie groups
QA614.3 W36

Vol. 93 Dubrovin, B. A.; Fomenko, A. T.; Nivikov, Sergei Petrovich   
Modern geometry : Methods and applications
QA445 D8313 Part. I

Vol. 92 Diestel, Joseph   
Sequences and series in banach spaces
QA322.2 D53

Vol. 91 Beardon, Alan F.
The geometry of discrete groups
QA171 B364

Vol. 90 Brondsted, Arne   
An introduction to convex polytopes
QA640.3 B75

Vol. 89 Lang, Serge   
Introduction to algebraic and abelian functions. 2nd ed.
QA341 L35 1982

Vol. 88 Pierce, Richard S.
Associative algebras
QA251.5 P53

Vol. 87 Brown, Kenneth S.   
Cohomology of groups
QA171 B75

Vol. 86 Lint, Jacobus Hendricus Van   
Introduction to coding theory
QA268 L54

Vol. 85 Edwards, Robert E.
Fourier series : a modern introduction. 2nd ed.
QA404 E38 1979 V. 2

Vol. 84 Ireland, Kenneth F.   
A classical introduction to modern number theory. 2nd ed.
QA241 I736 1990

Vol. 83 Washington, Lawrence C.  
Introduction to cyclotomic fields
QA247 W37

Vol. 82 Bott, Raoul; Tu, Loring W.   
Differential forms in algebraic topology
QA613.6 B67

Vol. 81 Forster, Otto  
Lectures on riemann surfaces
QA333 F66

Vol. 80 Robinson, Derek John Scott   
A course in the theory of groups. 2nd ed.
QA171 R55 1996

Vol. 79 Walters, Peter   
An introduction to ergodic theory
QA313 W34

Vol. 78 Burris, Stanley; Sankappanavar, H. P.   
A course in universal algebra
QA251 B862

Vol. 77 Hecke, Erich   
Lectures on the theory of algebraic numbers
QA247 H42

Vol. 76 Iitaka, Shigeru   
Algebraic geometry : An introduction to birational geometry of algebraic varieties
QA564 I57

Vol. 75 Hochschild, Gerhard P.   
Basic theory of algebraic groups and lie algebras
QA252.3 H62

Vol. 74 Davenport, Harold 
Multiplicative number theory. 3th ed. 
QA241 D38 2000

Vol. 73 Hungerford, Thomas W. 
Algebra
QA155 H84 1974

Vol. 72 Stillwell, John   
Classical topology and combinatorial group theory
QA611 S835

Vol. 71 Farkas, Hershel M.  
Riemann surfaces. 2nd ed. 
QA333 F36 1992

Vol. 70 Massey, William S.  
Singular homology theory
QA612.3 M372

Vol. 69 Lang, Serge  
Cyclotomic fields II
QA247 L337 V. 2

Vol. 68 Weidmann, Joachim   
Linear operators in Hilbert spaces
QA329.2 W44

Vol. 67 Serre, Jean Pierre   
Local fields
QA247 S46

Vol. 66 Waterhouse, William C.   
Introduction to affine group schemes
QA564 W37

Vol. 65 Wells, Raymond O’Neil   
Differential analysis on complex manifolds
QA613 W43 1980

Vol. 64 Edwards, Robert E.  
Fourier series : a modern introduction. 2nd ed. 
QA404 E38 1979   Vol. 1 

Vol. 63 Bollobás, Béla   
Graph theory : An introduction course
QA166 B623

Vol. 62 Kargapolov, Mikhail Ivanovich; Merzliakov, Iurii Ivanovich 
Fundamentals of the theory of groups
QA171 K37

Vol. 61 Whitehead, George William   
Elements of homotopy theory
QA612.7 W53

Vol. 60  Arnolʹd, V. I.
Mathematical methods of classical mechanics
QA805 A683

Vol. 59 Lang, Serge
Cyclotomic fields
QA247 L337 V.1

Vol. 58 Koblitz, Neal   
P-adic numbers, p-adic analysis, and zeta-functions 2nd ed.
QA241 K625 1984

Vol. 57 Crowell, Richard; Fox, Ralph Hartzler   
Introduction to knot theory
(Disponible en Cinvestav  y CIMAT)

Vol. 56 Massey, William S.   
Algebraic topology : An introduction
QA612 M37

Vol. 55 Brown, Arlen  
Introduction to operator theory I : elements of functional analysis
QA329 B76

Vol. 54 Graver, Jack E.; Watkins, Mark E.   
Combinatorics with emphasis on the theory of graphs
QA164 G7

Vol. 53 Manin, IU. I.
A course in mathematical logic
QA9 M35

Vol. 52 Hartshorne, Robin
Algebraic geometry
QA564 H356

Vol. 51 Klingenberg, Wilhelm   
A course in differential geometry
QA641 K55

Vol. 50 Edwards, Harold M.
Fermat’s last theorem : A genetic introduction to algebraic number theory
QA247 E37

Vol. 49 Gruenberg, Karl W.   
Linear geometry. 2nd ed.
QA564 G77 1977

Vol. 48 Sachs, Rainer Kurt; Wu, Hung-hsi  
General relativity for mathematicians
QC173.55 S33

Vol. 47 Moise, Edwin E.
Geometric topology in dimensions, 2 and 3
QA611 M6

Vol. 46 Loeve, Micel Moice
Probability theory II. 4th ed.
QA273 L64 1978 V. II

Vol. 45  Loeve, Michel Moice 
Probability theory I 4th ed.
QA273 L64 1978 V. I

Vol. 44 Kendig, Keith   
Elementary algebraic geometry
QA564 K44

Vol. 43 Gillman, Leonard; Jerison, Meyer   
Rings of continuous functions
QA611 G54 1976

Vol. 42 Serre, Jean Pierre   
Linear representations of finite groups
QA171 S4613

Vol. 41 Apostol, Tom M.   
Modular functions and dirichlet series in number theory. 2nd ed. 
QA241 A65 1990

Vol. 40 Kemeny, John G.; Snell, J. Laurie; Knapp, W. 
Denumerable markov chains
QA274.7 K45

Vol. 39 Arveson, William  
An Invitation to C*-Algebras
QA326 A78

Vol. 38 Grauert, Hans   
Several complex variables
QA331 G734

Vol. 37 Monk, James Donald  
Mathematical logic
QA9 M65

Vol. 36 Kelley, John L.; Namioka, Isaac  
Linear topological spaces
QA322 K44

Vol. 35 Wermer, John   
Banach algebras and several complex variables. 2nd ed.
QA326 W47 1976

Vol. 34 Spitzer, Frank Ludwig 
Principles of random walk
QA274.73 S64

Vol. 33 Hirsch, Morris W. 
Differential topology
QA613.6 H56

Vol. 32 Jacobson, Nathan
Lectures in abstract algebra: theory of fields and galois theory
QA266 J3 1951

Vol. 31 Jacobson, Nathan
Lectures in abstract algebra: linear algebra
QA266 J3 1951

Vol. 30 Jacobson, Nathan
Lectures in abstract algebra: basic concepts I
QA266 J3 1951

Vol. 29 Zariski, Oscar; Samuel, Pierre
Commutative algebra II
QA251.3 Z37 1975

Vol. 28 Zariski, Oscar; Samuel, Pierre
Commutative algebra I
QA251.3 Z37

Vol. 27 Kelley, John L.
General topology
QA611 K42

Vol. 26 Manes, Ernest G.
Algebraic theories
QA251 M324

Vol. 25 Hewitt, Edwin   
Real and abstract analysis : A modern treatment of the theory of functions of a real variable
QA331.5 H4

Vol. 24 Holmes, Richard B.
Geometric functional analysis and its applications
QA320 H65

Vol. 23 Greub, Werner Hildbert
Linear algebra. 4th ed.
QA251 G73 1981

Vol. 22 Barnes, Donald W.; Mack, John M.   
An algebraic introduction to mathematical logic
QA9 B36

Vol. 21 Humphreys, James E.
Linear algebraic groups
QA171 H84

Vol. 20 Husemöller, Dale   
Fibre bundles. 3rd ed.
QA612.6 H87 1994

Vol. 19 Halmos, Paul R.
A Hilbert space problem book. 2nd rev. and enl. ed.
QA322 H33 1982

Vol. 18 Halmos, Paul R.
Measure theory
QA312 H35

Vol. 17 Rosenblatt, Murray
Random processes. 2nd ed.
QA274 R64 1974

Vol. 16  Winter, David J .
The structure of fields
QA247 W54

Vol. 15 Berberian, Sterling K.
Lectures in functional analysis and operator theory
QA322 B46

Vol. 14 Golubitsky, Martin  
Stable mappings and their singularities
QA613 G64

Vol. 13 Anderson, Frank W.; Kent R. Fuller 
Rings and categories of modules
QA247 A52

Vol. 12 Beals, Richard  
Advanced mathematical analysis : periodic functions and distributions complex analysis, laplace transform and applications
QA300 B42

Vol. 11 Conway, John B.   
Functions of one complex variable. 2nd ed.
QA331 C64 1978

Vol. 10 Cohen, M. M.   
A course in simple homotopy theory
QA611 C622

Vol. 9 Humphreys, James E.
Introduction to Lie algebras and representation theory
QA251 H84

Vol. 8 Takeuti, Gaisi
Axiomatic set theory
QA248 T33

Vol. 7  Serre, Jean Pierre
A course in arithmetic
QA243 S47

Vol. 6 Hughes, Daniel R.; Piper, Fred C.
Projective planes
QA471 H84

Vol. 5 Mac Lane, Saunders 
Categories for the working mathematician
QA169 M32

Vol. 4 Hilton, Peter John; Stammbach, Urs   
A course in homological algebra
QA169 H55

Vol. 3 Schaefer, H. H.
Topological vector spaces 2nd ed.
QA322 S23 1999

Vol. 2 Oxtoby, John C.  
Measure and category : A survey of the analogies between topological and measure spaces 2nd ed.
QA312 O97 1980

Vol. 1 Takeuti, Gaisi 
Introduction to axiomatic set theory
QA248 T335