Vol. 92.  Linckelmann, Markus 
The block theory of finite group algebras. Vol. 2
QA177 L55 v. 2

Vol. 91.  Linckelmann, Markus 
The block theory of finite group algebras. Vol. 1
QA177 L55 v. 1

Vol. 90. Bergner, Julia E. 
The homotopy theory of (∞,1)-categories
QA612.7 B47

Vol. 89. Garling, D.J. H.  
Analysis on polish spaces and an introduction to optimal transportation
QA611.28 G37

Vol. 88. Holt, Derek F.; Rees, Sarah; Röver, Claas E. 
Groups, languages and automata
QA174.2 H64

Vol. 87. Cavalieri, Renzo
Riemann surfaces and algebraic curves : a first course in Hurwitz theory
QA333 C38

Vol. 86. Erdoğan, M. Burak;Tzirakis, Nikolaos  
Dispersive partial differential equations : wellposedness and applications
QA377 E73

Vol. 85. Constantin, Adrian
Fourier analysis. Part. 1 Theory
QA403.5 C66

Vol. 84. Krivelevich, Michael; Panagiotou, Konstantinos; Penrose, Mathew; Colin McDiarmid, Colin 
Random graphs, geometry, and asymptotic structure
QA166.17 K75

Vol. 83. Geiges, Hansjörg
The geometry of celestial mechanics
QB355.3 G45

Vol. 82. Ball, Simeon Michael
Finite geometry and combinatorial applications
QA167.2 B35

Vol. 81. Travaglini, Giancarlo
Number theory, Fourier analysis and geometric discrepancy
QA241 T69

Vol. 80. Van Frankenhuysen, Machiel 
The Riemann hypothesis for fuction fields: Frobenius flow and shift operators
QA246 V35

Vol. 79. Girondo, Ernesto; Gonzalez-Diez, Gabino
Introduction to compact Riemann surfaces and dessins d'enfants
QA333 G57

Vol. 78. Garling, D. J. H. 
Clifford algebras : an introduction
QA199 G37

Vol. 77. Klopsch, Benjamin; Nikolov, Nikolay; Voll, Christopher; Segal, Daniel
Lectures on profinite topics in group theory
QA177 K56

Vol. 76. Williams, Kenneth S. 
Number theory in the spirit of Liouville 
QA241 W55

Vol. 75. Cvetkovic, Dragos M.; Rowlinson, Peter; Simic, Slobodan
An introduction to the theory of graph spectra
QA166 C823

Vol. 74.  Mashreghi, Javad 
Representation theorems in Hardy spaces
QA331 M39185

Vol. 73. Meier, John 
Groups, graphs and trees : an introduction to the geometry of infinite groups
QA178 M45

Vol. 72. Assem, Ibrahim; Simson, Daniel; Skowroánski, Andrzej
Elements of the representation theory of associative algebras. Vol. 3: Representation-infinite Tilted Algebras
QA251.5 A77 v. 3

Vol. 71.  Assem, Ibrahim; Skowronski, Andrzej; Simson, Daniel
Elements of the representation theory of associative algebras. Vol. 2: Tubes and concealed algebras of Euclidean type
QA251.5 A77 v. 2

Vol. 70. Väänänen, Jouko 
Dependence logic : a new approach to independence friendly logic
BC128 V33

Vol. 69. Moroianu, Andrei  
Lectures on Kähler geometry
QA649 M667 2012

Vol. 68.  Keen, Linda;   Lakic, Nikola
Hyperbolic geometry from a local viewpoint
QA685 K425

Vol. 67. Armitage, John Vernon; Eberlein, W. F.   
Elliptic functions 
QA343 A75

Vol. 66. Cojocaru, Alina; Murty, Maruti Ram     
An introduction to Sieve methods and their applications
QA246 C65

Vol. 65. Assem, Ibrahim;  Simson, Daniel; Skowroânski, Andrzej  
Elements of the representation theory of associative algebras. Vol. 1: Techniques of representation theory
QA251.5 A77 V.1

Vol. 64. Carothers, N. L.
A short course on Banach space theory
QA322.2 C367

Vol. 63. Wall, Charles Terence Clegg
Singular points of plane curves
QA614.58 W35

Vol. 62. Brucks, Karen Marie; Bruin, Henk 
Topics from one-dimensional dynamics
QA614.8 B78

Vol. 61. Goodearl, K. R.; Warfield, R. B.
An introduction to noncommutative Noetherian rings
QA247 G665 2004

Vol. 60.  Partington, Jonathan Richard
Linear operators and linear systems : an analytical approach to control theory
QA329.2 P37

Vol. 59. Kock, Joachim
Frobenius algebras and 2D topological quantum field theories
QA251.5 K63

Vol. 58. Schenck, Hal
Computational algebraic geometry
QA564 S343

Vol. 57. Dales, Harold Garth 
Introduction to Banach algebras, operators, and harmonic analysis
QA326 I575

Vol. 56. Forster, T. E.     
Logic, induction and sets 
QA248 F675

Vol. 55. Davidoff, Giuliana P.; Sarnak, Peter; Valette, Alain 
Elementary number theory, group theory and Ramanujan graphs 
QA166 D38

Vol. 54. Lauri, Josef; Scapellato, Raffaele
Topics in graph automorphisms and reconstruction
QA166 L386

Vol. 53. Jameson, Graham James Oscar 
The prime number theorem
QA246 J35

Vol. 52. Haggstrom, Olle
Finite Markov chains and algorithmic applications
QA274.7 H34

Vol. 51. Sharp, R. Y. 
Steps in commutative algebra
QA251.3 S53 2000

Vol. 50. Swinnerton-Dyer, H. P. F.
A brief guide to algebraic number theory
QA241 S87

Vol. 49. Rordam, Mikael; Larsen, Flemming; Laustsen, Niels
An introduction to K-theory for C*-algebras
QA612.33 R657

Vol. 48. Hajnal, Andras; Hamburger, Peter  
Set theory
QA248 H35113

Vol. 47. Beachy, John A. 
Introductory lectures on rings and modules 
QA251.4 B43

Vol. 45. Cameron, Peter J. 
Permutation groups
QA175 C35

Vol. 44. Olver, Peter J.
Classical invariant theory
QA201 O58

Vol. 43. Terras, Audrey
Fourier analysis on finite groups and applications 
QA403.5 T47

Vol. 42. Keller, Gerhard
Equilibrium states in ergodic theory
QA611.5 K45

Vol. 41. Smart, Nigel Paul
The algorithmic resolution of diophantine equations : a computational cookbook
QA242 S53

Vol. 40. Pollicott, Mark; Yuri, Michiko
Dynamical systems and ergodic theory
QA611.5 P65

Vol. 39. Ciesielski, Krzysztof
Set theory for the working mathematician
QA248 C54 1997

Vol. 38. Guest, Martin A.
Harmonic maps, loop groups, and integrable systems
QA614.73 G84 1997

Vol. 37. Wojtaszczyk, Przemyslaw  
A mathematical introduction to wavelets
QA403.3 W65

Vol. 35. Fulton, William 
Young tableaux : with applications to representation theory and geometry
QA165 F85 1997

Vol. 34. Beauville, Arnaud   
Complex algebraic surfaces. 2a ed. 
QA571 B43 1996

Vol. 33. Coutinho, S. C. 
A primer of algebraic D-modules
QA614.3 C68

Vol. 32. Carter, Roger William;  Segal, Graeme; Macdonald, Ian Grant
Lectures on Lie groups and Lie algebras 
QA387 C372 1995

Vol. 31. Rosenberg, Steven  
The Laplacian on a Riemannian manifold : an introduction to analysis on manifolds
QA649 R67 1997

Vol. 29. Reid, Miles A. 
Undergraduate commutative algebra
QA251.3 R45

Vol. 28.  Ransford, Thomas   
Potential theory in the complex plane
QA404.7 R35

Vol. 27. Retherford, J. R.  
Hilbert space : compact operators and the trace theorem
QA322.4 R47

Vol. 26. Hida, Haruzo    
Elementary theory of l-functions and eisenstein series
QA246 H53

Vol. 25. Iversen, Birger 
Hyperbolic geometry
QA685 I84

Vol. 24. Cassels, John William Scott
Lectures on elliptic curves
QA242 C38

Vol. 23. Kirwan, Frances Clare 
Complex algebraic curves
QA564 K563

Vol. 22. Cameron, Peter Jephson
Designs, graphs, codes, and their links
QA166.25 C35

Vol. 21. Digne, Francois; Michael, Jean 
Representations of finite groups of lie type
QA387 D54

Vol. 20. Goldie, Charles M.; Pinch, Richard G. E. 
Communication theory
HM258 G645

Vol. 19. Sharp, R. Y.   
Steps in commutative algebra
QA251.3 S53

Vol. 18. Hansen, Vagn Lundsgaard 
Braids and converings : selected topics
QA612.23 H35

Vol. 17.  Fulling, Stephen A.  
Aspects of quantum field theory in curved space-time
QC174.12 F85

Vol. 16. Goodearl, K. R.; Warfield, R. B. 
An introduction to noncommutative noetherian rings
QA247 G665

Vol. 15. Johnson, D. L.
Presentations of groups
QA171 J64 1990

Vol. 14. Cohen, Daniel E.
Combinatorial group theory : a topological approach
QA171 C535

Vol. 13. Partington, Jonathan Richard 
An introduction to Hankel operators
QA329.6 P37

Vol. 12. Reid, Miles 
Undergraduate algebraic geometry
QA564 R45

Vol. 11. Naber, Gregory L.    
Spacetime and singularities : an introduction 
QC173.59E76 N33

Vol. 10. Cutland, Nigel (ed.) 
Nonstandard analysis and its applications
QA299.82 N67

Vol. 9. Casson, Andrew J. 
Automorphisms of surfaces after Nielsen and Thurston
QA685 C38

Vol. 8. Jameson, Graham James Oscar
Summing and nuclear norms in Banach space theory
QA322.2 J35 1987

Vol. 7.  Hofbauer, Josef; Sigmund Kari
The theory of evolution and dynamical systems : mathematical aspects of selection
QH366.2 H6413

Vol. 6. Stroock, Daniel W.
Lectures on stochastic analysis : diffusion theory
QA274.75 S77 (Disponible en Biblioteca de Física)

Vol. 5. Hughston, L. P.; Tod, K. P  
An introduction to general relativity
QC173.55 H84

Vol. 4. Huggett, S.A. 
An introduction to twistor theory
QC173.75T85 H78

Vol. 3. Cassels, John William Scott 
Local fields
QA247 C375

Vol. 2. Hodges, Wilfrid 
Building models by games
QA9.7 H585 2006

Vol. 1.  Hindley, J. Roger; Seldin, Jonathan P. 
Introduction to combinators and [lambda] calculus
QA9.5 H55