Legenda de localização (côr):
1. Methods of Mathematical Economics
2. Spectral Theory of Random Schrodinger Operators
3. Semigroups of Linear Operators and Applications to
Partial Differential Equations
4. An Introduction to Homogenization
5. A Multigrid Tutorial
6. Computational Methods for Inverse Problems
7. Fundamentals of the Theory of Operator Algebras,
vol. 2, R.V. Kadison, J.R. Ringrose
8. Templates for the Solution of Algebraic Eigenvalue
Problems
9. Inverse Source Problems, Victor Isakov
FUNPESQUISA do Prof. Eliezer Batista (2001/2)
1. Algebraic Foundations of Non-Commutative Differential
Geometry and Quantum Groups, Ludwig Pittner
2. Algebras of Functions on Quantum Groups: Part I, L.I.
Korogodski, Yan S. Soibelman
3. Analysis on Riemannian Manifolds and Geometric Applications:
na introduction, P. Bérard
4. Cyclic Homology, 2nd Edition, Jean-Louis Loday
5. Deformation Theory and Quantum Groups with Applications
to Mathematical Physics, M. Gerstenhaber, J. Stasheff (eds.)
6. Discriminants, Resultants, and Multidimensional Determinants,
I.M. Gelfand, M.M. Kapranov, A.V. Zelevinsky
7. Geometric Models for Noncommutative Algebras, Ana
C. da Silva, Alan Weinstein
8. Geometry and Quantum Field Theory, D.S. Freed, K.K.
Uhlenbeck (eds.)
9. Infinite Dimensional Groups and Algebras in Quantum
Physics, J.T. Ottesen
10. Introduction to Quantum Groups, M. Chaichian, A.
Demichev
11. KP or mKP: noncommutative mathematics of Lagrangian,
Hamiltonian, and integrable systems, B.A. Kupershmidt
12. Lectures on Quantum Groups, J.C. Jantzen
13. Lectures on Quantum Groups, P. Etingof, O. Schiffman
14. Loops, Knots, Gauge Theories and Quantum Gravity,
R. Gambini, J. Pullin
15. Loop Groups, A. Pressley, G. Segal
16. Mathematical Aspects of Conformal and Topological
Field Theories and Quantum Groups, P.J. Sally Jr., M. Flato, J.Lepowsky,
N. Reshetikhin, G.J. Zuckerman
17. Mathematical Topics Between Classical and Quantum
Mechanics, N.P. Landsman
18. Noncommutative Algebraic Geometry and Representations
of Quantized Algebras, A.L. Rosenberg
19. Quantum Field Theory for Mathematicians, R. Ticciati
20. Quantum Fields and Strings: a course for mathematicians
vol.1, 2, P. Deligne, P. Etingoff, D.S. Freed, L.C. Jeffrey, D. Kazhdan,
J.W. Morgan, D.R. Morrison, E. Witten
21. Quantum Groups: from coalgebras to Drinfeld algebras,
S. Shnider, S. Sternberg
22. Some Topological and Geometrical Structures in Banach
Spaces, N. Ghoussoub, G. Godefroy, B. Maurey, W. Schachermayer
23. String Theory, vol. 1,2, Joseph G. Polchinski
24. Quantum gravity in 2+1 dimensions, S. Carlip
25. Differential forms and connections, R.W.R. Darling
26. Quantum Groups and their representations, A. Klimyk,
K. Schmüdgen
27. Elements of noncommutative geometry, J.M. Gracia-Bondía,
J.C. Várilly, H. Figueroa
Compra de coleção em sebo (2002)
1. Algebraic Numbers,
S. Lang
2. Algebraic Number
Theory, R.L. Long
3. Cálculo
Diferencial e Integral, vol. 1 e 2, R. Courant
4. Calculus of Finite
Differences and Difference Equations, M.R. Spiegel
5. Elementos de Topologia
Geral, E.L. Lima
6. Finite Mathematics,
S. Lipschutz
7. Free Rings and
their Relations, P.M. Cohn
8. Introduction to
the Theory of Formal Groups, J. Dieudonné
9. Lie Algebras Generated
by Finite-dimensional Ideals, I. Stewart
10. Local Fields,
J-P. Serre
11. Modern Abstract
Algebra, vol. 1 e 2, Y. Chow
12. Modern Elementary
Theory of Numbers, L.E. Dickson
13. Number Theory,
Z.I. Borevich, I.R. Shafarevich
14. Principles of
Mathematical Analysis, W. Rudin
15. Theory of Modules:
An Introduction to the Theory of Module Categories, A. Solian
16. The Theory of
Group Characters, D.E. Littlewood
17. The Theory of
Numbers, G.H. Hardy, E.M. Wright
18. The Theory of
Numbers, S. Iyanaga
19. The Theory of
Algebraic Numbers, H. Pollard
20. Zeta-functions:
An Introduction to Algebraic Geometry, A.D. Thomas
Doação IMPA (2001)
Minicursos do 23o Colóquio Brasileiro de Matemática (15 títulos):
Aspectos
de Modelagem Matemática em Dinâmica dos Fluidos, André
Nachbin
Cálculo
Variacional e Controle Ótimo, Antonio Leitão
Computational
Methods in the Local Theory of Curves, Abramo Hefez e Marcelo Escudeiro
Hernandes
Contornos,
Conjuntos Convexos e Autômatos Celulares, André Toom
Inteiros
Quadráticos e o Grupo de Classes, Antonio J. Engler e Paulo Brumatti
Introduction
to Toric Varieties, Jean-Paul Brasselet
Introdução
aos Espaços de Escala (EDPs em Processamento de Imagens), Ralph
Teixeira
Índices
de Campos Holomorfos e Aplicações, Marcio G. Soares e Rogério
S. Mol
Notes
on Morse Theory, Daniel V. Tausk, Francesco Mercuri e Paolo Piccione
One
Dimensional Dynamics: the Mathematical Tools, Edson de Faria e Welington
de Melo
Partial
Regularity of Solutions of the 3-D Incompressible Navier-Stokes Equations,
Hermano Frid e Mikhail Perepelitsa
Riemannian
and Submanifold Geometry, Carlos Olmos
Perfect
Simulation of Spatial Processes, Nancy L. Garcia
Tópicos
em Combinatória Contemporânea, Carlos Gustavo Moreira e Yoshiharu
Kohayakawa
Uma
Introdução Sucinta a Algoritmos de Aproximação,
C.G. Fernandes, F.K. Miyazawa, M. Cerioli, P. Feofiloff
Doação da Profa. Rute Kalvan (2001)
Introdução
à Teoria de Galois (Kaplansky, I.)
Modular Units (Kubert
, D. S. and Lang, S.)
Introducción
a la Topología Algebraica (Massey, W. S.)
Théorie Algébrique
des Nombres (Samuel, P.)
Introduction to Commutative
Algebra (Atiyah, M. F. and Macdonald, I. G.)
Corps Locaux (Serre,
J. P.)
Théorie élémentaire
des Fonctions Analytiques dune ou Plusieurs Variables Complexes (Cartan,
H.)
Class Field Theory
(Neukirch, J.)
Tópicos de
Álgebra (Hernstein, I.)
Théorie des
Nombres (Borevitch, Z. I. et Chafarevitch, I. R.)
Fundamentos de la
Teoría Analítica de los Números (Karatsuba, A. A.)
Lectures on Algebraic
Topology (Greenberg, M. J.)
Représentations
Linéaires des Groupes Finis (Serre, J. P.)
Algèbre Commutative,
fascicule XXVII (Bourbaki, N.)
Algèbre Commutative,
fascicule XXVIII (Bourbaki, N.)
Algèbre Commutative,
fascicule XXX (Bourbaki, N.)
Algèbre Commutative,
fascicule XXXI (Bourbaki, N.)
A Geometria Contemporânea
(Delachet, A.)
Cópias:
Galois
Theory (Stewart, Ian)
Number Theory (Andrews,
G. E.)
Introduction to Number
Theory (Shockley, J. E.)
Introduction to Cyclotomic
Fields (Washington, L. C.)
Elementary Theory
of Numbers (Griffin, H.)
Algebraic Number Theory
(Cassels, J. W. and Fröhlich, A.)
Projeto Pró-Ciências III (2000)
Computação
Gráfica (J. Gomes, L. Velho) 02 exemplares
Computação
Gráfica: Imagem (J. Gomes, L. Velho) 01 exemplar
Meu
Professor de Matemática (E.L. Lima) 06 exemplares
Geometria
Euclidiana Plana (J.L.M. Barbosa) 07 exemplares
Introdução
à Teoria dos Números (J. Plínio O. Santos) 03 exemplares
Compra PGMTM/CAPES (PROF 2000)
Algebra
I: Rings, Modules and Categories, C. Faith
Applied
Functional Analysis, J.T. Oden, L.F. Demkowicz
Fast
Rebiable Algorithms with Structure, T. Kailath, A.H. Sayed
Lectures
on Lie Groups, W.Y. Hsiang
Lie
Groups, J.J. Duistermaat, J.A.C. Kolk
Linear
Algebra, P.D. Lax
Linear
Algebra over Commutative Rings, B.R. MacDonald
Ordinary
Differential Equations, E.L. Ince
Naive
Set Theory, P.R. Halmos
Special
Functions, G.E. Andrews, R. Askey, R. Roy
Numerical
Solution of Convection-Diffusion Problems, K. W. Morton
Matrix
Polynomials,
Izrail Gohberg
Matrix
Analysis, Rajendra Bhatia
Matrix
Analysis and Applied Linear Algebra, C. D. Meyer
Computational
Partial Differential Equations: Numerical Methods and Diffpack Programming,
Hans Petter Langtangen
Dirac
Operators in Riemannian Geometry, T. Friedrich
An
Introduction to the Mathematical Theory of Inverse Problems, Andreas Kirsch
Multiscale
Wavelet Methods for Partial Differential Equations, Wolfgang Dahmen
Algebra
: A Graduate Course, I. Martin Isaacs
Basic
Complex Analysis, Jerrold E. Marsden, Michael J. Hoffman
Functional
Analysis : Spectral Theory, V. S. Sunder
Ten
Lectures on Wavelets, Ingrid Daubechies
Iterative
Methods for Optimization, C. T. Kelley
Matlab
Guide, Desmond J. Higham, Nicholas J. Higham
Funpesquisa do Prof. Celso M. Dória (1999)
Kummer´s
quartic surface, R.W.H.T. Hudson
Symplectic techniques
in physics, V. Guillemin, S. Sternberg
Geometric quantization,
N.M.J. Woodhouse
Holomorphic curves
in symplectic geometry, M. Audin, J. Lafontaine (eds.)
Principles of algebraic
geometry, P. Griffiths, J. Harris
Geometry, topology
& physics for Raoul Bott, S.-T. Yau (ed.)
Lectures on vector
bundles over Riemann surfaces, R.C. Gunning
Lectures on Riemann
surfaces, R.C. Gunning
Complex analysis,
L.V. Ahlfors
Topology I, S.P. Novikov
(ed.)
The mathematical heritage
of Henri Poincaré, F.E. Browder (ed.)
Geometry of the Laplace
operator, R. Osserman, A. Weinstein (eds.)
The interplay between
differential geometry and differential equations, V.V. Lychagin (ed.)
Topics in topology
and mathematical physics, S.P. Novikov (ed.)
Knots and surfaces
- a guide to discovering mathematics, D.W. Farmer, T.B. Stanford
Group actions and
invariant theory, A. Bialynicki-Birula, J. Carrell, P. Russell, D. Snow
(eds.)
The connection between
infinite dimensional and finite dimensional dynamical systems, B. Nicolaenko,
C. Foias, R. Temam
Mathematics of nonlinear
science, M.S. Berger (ed.)
Geometry and nonlinear
partial differential equations, V. Oliker, A. Treibergs (eds.)
J-Holomorphic curves
and quantum cohomology, D. McDuff, D. Salamon
Lectures on differential
geometry, R. Schoen, S.-T. Yau
L2 Moduli spaces on
4-manifolds with cylindrical ends, C.H. Taubes
The L2-Moduli space
and a vanishing theorem for Donaldson polynomial invariants, J.W. Morgan,
T. Mrowka, D. Ruberman
Surveys in differential
geometry, C.C. Hsiung, S.-T. Yau (eds.)
Low-dimensional topology,
K. Johannson (ed.)
The collected papers
of R.H. Bing, vol. 1 e 2, S. Singh, S. Armentrout, R.J. Daverman (eds.)
VII J.A. Swieca summer
school on particles and fields, J. Barcelos-Neto, S.F. Novaes, V.O. Rivelles
(eds.)
Supersymmetry, P.G.O.
Freund
Transformations of
manifolds and applications to differential equations, K. Tenenblat
Confoliations, Y.M.
Eliashberg, W.P. Thurston
Noncommutative geometry,
A. Connes
The Seiberg-Witten
equations and applications to the topology of smooth four-manifolds, J.W.
Morgan
Solitons and Geometry,
S.P. Novikov
Compra BU/99
A Matemática
do Ensino Médio (3 vols.), E.L. Lima, P.C. Pinto Carvalho, Eduardo
Wagner e Augusto César Morgado
Advanced Mathematical
Methods for Enginnering and Sciences Students, G. Stephenson, P.M. Radmore
Algebra and Geometry:
Japanese grade 11, K. Kodaira
Algebra Linear, EL
Lima
Algebra Linear Aplicada,
B Noble, JW Daniel
Algebra Linear com
Aplicações, S.J. Leon
Algebras de Lie, Luiz
AB de San Martin
Análise Combinatória
e Probabilidade, A.C. de O. Morgado, J.B. Pitombeira de Carvalho, P.C.
Carvalho e P. Fernadez
Análise de
Fourier e Equações Diferenciais Parciais, Djairo Guedes de
Figueiredo
Cálculo 1,
N. Kuelkamp
Cálculo com
geometria analítica (2 vols.), G.F. Simmons
Cálculo com
geometria analítica (3 vols.), C.H. Edwards, D.E. Penney
Cálculo em
uma Variável Complexa, Marcio Soares
Calculus, J Stewart
Consequences of the
axiom of choice, Paul Howard, Jean E. Rubin
Coordenadas no Espaço,
Elon Lages Lima
Curso de Análise
(2 vols.), Elon Lages Lima
Equações
diferenciais elementares e problemas de contorno, W.E. Boyce, R.C. Diprima
Espaços Métricos,
Elon Lages Lima
Formas Modulares:
Uma Introdução, Fernando Q. Gouvêa
Foundations of Lie
Theory and Lie Transformation Groups, AL. Onishchik, EB. Vinberg, VV. Gorbatsevich
Funções
de Uma Variável Complexa, Alcides Lins Neto
Fundamentos de matematica
elementar (10 vols.), vários autores (G. Iezzi, C. Murakami,...)
Geometria Diferencial,
Paulo Ventura Araújo
Geometria Riemmanniana,
Manfredo P. do Carmo
Geometry II: spaces
of constant curvature, E. B. Vinberg
Handbook of complex
variables, Steven G. Krantz
Introdução
a álgebra linear com aplicações, B Kolman
Introdução
à análise combinatória, JP Santos, MP Mello, I Murari
Introdução
à Geometria Projetiva, Abramo Hefez
Introdução
a história da matemática, H. Eves
Introdução
à Mecânica Clássica, Artur Lopes
Introdução
à Teoria dos Números, José Plínio de Oliveira
Santos
Introdução
aos métodos da matemática aplicada, J.C. de Oliveira, JE
Maiorino
Introdução
às Curvas Algébricas Planas, Israel Vainsencher
Introduction to Calculus
and Analysis (vol.1), R. Courant, F. John
Introduction to geometry,
H.S.M. Coxeter
Isometrias, Elon Lages
Lima
Learning GNU emacs,
D Cameron, B Rosenblatt, E Raymond
Lectures on Lie Groups
and Lie Algebras, Roger W. Carter, Graeme Segal, Ian MacDonald
Lie Groups and Algebras
With Applications to Physics, Geometry, and Mechanics, D.H. Sattinger,
O.L. Weaver
Lie groups and Lie
algebras II : discrete subgroups of Lie Goups and cohomologies of Lie Groups
and Lie Algebras, A.L. Onishchik, E. B. Vinberg
Logaritmos, EL Lima
Manifolds, Tensor
Analysis, and Applications, Ralph Abraham, Jerrold E. Marsden, T. Ratiu
MAPLE V, IJ Taneja
Notas em Percolação,
Luiz Renato G. Fontes
O romance das equações
algébricas, GG Garbi
Practical UNIX programming,
KA Robbins
Problems and theorems
in linear algebra, VV Prasolov (z)
Programando para LINUX,
P Volkerding, E Wagner, SC Zani
Progressões
e Matemática Financeira, Augusto César Morgado, Eduardo Wagner
e Sheila C. Zani
Representation Theory
: A First Course, William Fulton, Joe Harris
Scientific computing-an
introduction to parallel computing, G Golub, JM Ortega
Techniques of problem
solving, SG Krantz
Teoria dos Corpos,
Otto Endler
Teoria Ergódica,
Ricardo Mañé
The Banach-Tarski
Paradox, Stan Wagon
Topologia Étale,
Paulo Viana
Um Curso de Cálculo
(4 vols.), HL Guidorizzi
Unidades em Anéis
de Grupos, César Polcini Milies
Compra PGMTM/FINEP (98/99)
Convex Analysis, R.
Tyrrell Rockafellar
Introductory Real
Analysis, A.N. Kolmogorov, S.V. Fomin
The Total Least Squares
Problem: Computational Aspects and Analysis, Sabine Van Huffel and Joos
Vandewalle
A Survey of Lie Groups
and Lie Algebras with Applications and Computational Methods, Johan G.F.
Belinfante, B. Kolman
Rank-Deficient and
Discrete Ill-Posed Problems: Numerical Aspects of Linear Inversion, Per
Christian Hansen
Linear Differential
Operators, Cornelius Lanczos
Methods for Solving
Systems of Nonlinear Equations, Werner C. Rheinboldt
Analysis of Numerical
Methods, Eugene Isaacson, Herbert Bishop Keller
Afternotes Goes to
Graduate School: Lectures on Advanced Numerical Analysis, G.W. Stewart
Iterative Methods
for Linear and Nonlinear Equations, C.T. Kelley
Iterative Methods
for Sparse Linear Systems, Yousef Saad
Applied Numerical
Linear Algebra, James W. Demmel
Variational Methods
for Eigenvalue Problems, Rayleigh, Ritz, Weinstein, and Aronszajn Sydney
H. Gould
The Symmetric Eigenvalue
Problem, Beresford N. Parlett
Iterative Solution
Methods, Owe Axelsson
Matrix Analysis, Roger
A. Horn
Asymptotics and Special
Functions, Frank W.J. Olver
The Theory of the
Riemann Zeta-Function, Edward C. Titchmarsh
Abelian Functions:
Abel's Theorem and the Allied Theory of Theta Functions, H.F. Baker
Elliptic Curves: Function
Theory, Geometry, Arithmetic, Henry P. McKean, Victor Moll
The Cauchy Transform,
Potential Theory, and Conformal Mapping, Steven R. Bell
Constrained Optimization
and Lagrange Multiplier Methods, Dimitri P. Bertsekas
Optimization by Vector
Space Methods, David G. Luenberger
Numerical Analysis:
An Introduction, Walter Gautschi
Inequalities, J.E.
Littlewood, G. Polya (Contributor), Godfrey H. Hardy
An Introduction to
Continuum Mechanics, Morton E. Gurtin
Topics in Finite Elasticity,
Morton E Gurtin
Computational Frameworks
for the Fast Fourier Transform, Charles Van Loan
Variational Methods
for Eigenvalue Approximation, H.F. Weinberger
Mathematical Models:
Mechanical Vibrations, Population Dynamics, and Traffic Flow, Richard Haberman
Probability, Leo Breiman
Geometric Algebra,
Emil Artin
Wavelets: Algorithms
& Applications, Yves Meyer
C*-Algebras and Operator
Theory, Gerald J. Murphy
Noncommutative Geometry,
A. Connes
K-Theory for Operator
Algebras, Bruce Blackadar
Introduction to Hp
Spaces, Paul Koosis
A User's Guide to
Operator Algebras, Peter A. Fillmore
A Course in Abstract
Harmonic Analysis, Gerald B. Folland
Hilbert C*-Modules
: A Toolkit for Operator Algebraists, E.C. Lance
Real and Functional
Analysis, Serge Lang
Notions of Convexity,
Lars Hormander
Gauge Fields, Knots,
and Gravity, John C. Baez, Javier P. Muniain
Symplectic Geometry,
Dietmar Salamon
Three-Dimensional
Geometry and Topology, William P. Thurston, Silvio Levy
The Laplacian on a
Riemannian Manifold: An Introduction to Analysis on Manifolds, Steven Rosenberg
From Calculus to Cohomology:
De Rham Cohomology and Characteristic Classes, I.H. Madsen, Jorgen Tornehave
Theory of Spinors,
Elie Joseph Cartan
An Introduction to
Knot Theory, W.B. Raymond Lickorish
Spacetime and Singularities
: An Introduction, Gregory L. Naber
Group Theory in Physics:
An Introduction, J.F. Cornwell
Infinite-Dimensional
Lie Algebras, V. Kac
Path Integrals on
Group Manifolds: Representation-Independent Propagators for General Lie
Groups, Wolfgang Tome
Complex Manifolds,
J.L. Brylinski, S.R. Bell, A.T. Huckleberry, Raghavan Narasimhan (eds.)
Tata Lectures on Theta
I, David Mumford
General Relativity,
Robert M. Wald
Representations of
Algebras, Locally Compact Groups, and Banach *Algebraic Bundles, 2 vols.,
J.M.G. Fell, R.S. Doran
LAPACK Users' Guide,
E. Anderson, Z. Bai, C. Bischof, J. Demmel, J. Dongarra, J. Du Croz, A.
Greenbaum, S. Hammarling, A. McKenney, S. Ostrouchov, and D. Sorensen
The DFT: An Owner's
Manual for the Discrete Fourier Transform, William L. Briggs and Van Emden
Henson
Primal-Dual Interior-Point
Methods, Stephen J. Wright
Iterative Methods
for Solving Linear Systems, Anne Greenbaum
Elliptic Functions,
Serge Lang
Introduction to Matrix
Analysis, Richard Bellman
Templates for the
Solution of Linear Systems: Building Blocks for Iterative Methods, Richard
Barrett
Algebraic K-Theory
and Its Applications, Jonathan Rosenberg
Lectures on the Geometry
of Poisson Manifolds, Izu Vaisman
Introduction to Subfactors,
V.F.R. Jones, V.S. Sunder
Non-Abelian Harmonic
Analysis: Applications of Sl(2,R), Roger Howe, Eng Chye Tan
Loop Spaces, Characteristic
Classes and Geometric Quantization, Jean-Luc Brylinski
Lectures on Finite
Precision Computations, Francoise Chaitin-Chatelin, Valerie Fraysse
Linear Matrix Inequalities
in System and Control Theory, S. Boyd, L. El Ghaouai, E. Feron, Venkataramanan
Balakrishnan
Algebraic Curves and
Riemann Surfaces, Rick Miranda
Metrics, Connections
and Gluing Theorems, Clifford Henry Taubes
Representations of
Finite and Compact Groups, Barry Simon
Operator Algebras
and Their Applications, Peter A. Fillmore, James A. Mingo
Enveloping Algebras
: The 1996 Printing of the 1977 English Translation, Jacques Dixmier
Cyclic Cohomology
and Noncommutative Geometry, Joachim J. R. Cuntz, Masoud Khalkhali
Knots, Links, Braids
and 3-Manifolds: An Introduction to the New Invariants in Low-Dimensional
Topology, V.V. Prasolov, A.B. Sossinsky
Orthogonal Polynomials,
Gabor Szego
Analysis on Lie Groups
and Homogeneous Spaces, Sigurdur Helgason
Noncommutative Microlocal
Analysis, Michael E. Taylor
Continuous Analogues
of Fock Space, William Arveson
A Topological Chern-Weil
Theory, Anthony V. Phillips, David A. Stone
Calculus of Variations
and Harmonic Maps, Hajime Urakawa
Classical Groups and
Related Topics, Alexander J. Hahn, Donald G. James, Zhe-Xian Wan
Numerical Methods
for Unconstrained Optimization and Nonlinear Equations, J.E., Jr Dennis,
Robert B. Schnabel
The Link Invariants
of the Chern-Simons Field Theory: New Developments in TQFT, E. Guadagnini
Applied Numerical
Linear Algebra, James W. Demmel
Optimization by Vector
Space Methods, David G. Luenberger
Numerical Linear Algebra
for High-Performance Computers, J. J. Dongarra, I.S. Duff, D.C. Sorensen,
H.A. van der Vorst
Clifford Algebras
and Spinors, Pertti Lounesto
Vertex Algebras for
Beginners, V. Kac
Lectures on the Geometry
of Quantization, Sean Bates, Alan Weinstein
Matrix Perturbation
Theory, G.W. Stewart, Ji-Guang Sun
Topics in Matrix Analysis,
Roger A. Horn, Charles R. Johnson
Groupoids, Inverse
Semigroups, and Their Operator Algebras, Alan L.T. Paterson
Complex Manifolds
Without Potential Theory (With an Appendix on the Geometry of Characteristic
Classes), S-S. Chern
Young Tableaux: With
Applications to Representation Theory and Geometry, William Fulton
Topology, Geometry,
and Gauge Fields : Foundations, Gregory L. Naber
Ordinary Differential
Equations : Using Matlab, John Polking
A First Course in
Probability (inclui disquete), Sheldon Ross
Introduction to Optimization,
Boris T. Polyak
Methods
for Solving Systems of Nonlinear Equations, Werner C. Rheinboldt
Iterative
Methods for Linear and Nonlinear Equations, C.T. Kelley
Iterative
Methods for Sparse Linear Systems, Yousef Saad
Operator
Algebras and Quantum Statistical Mechanics, vol.2, Derek W. Robinson, Ola
Bratteli