Bücher, die wir vermissen

Vermisstenliste MathBib
30/6/14
Logik und Grundlagen
A 4.141
Convex polytopes Branko Grünbaum
A 4.176 Ex.2
Random graphs Svante Janson, Tomasz Łuczak, Andrzej Rucinski
Algebra
B 1.11
Galois theory lectures delivered at the University of Notre Dame by Emil Artin; Arthur N. Milgram (print.1944)
B 1.11
Galois theory lectures delivered at the University of Notre Dame by Emil Artin; Arthur N. Milgram (print.1946)
B 1.93 Ed.1998
Algebra Michael Artin
B 4.73: 1
Lineare Algebra Gerd Fischer
B 5.8
Matrizenrechnung von Wolfgang Gröbner
B 6.110
Model categories Mark Hovey
B 6.65 Ed.2 Ex.2
Methods of homological algebra Sergei I. Gelfand, Yuri I. Manin
B 7.116 Ed.3
Ideals, varieties, and algorithms an introduction to computational algebraic geometry and commutativ
B 7.137
Real algebraic geometry Jacek Bochnak, Michel Coste, Marie-Françoise Roy
B 7.152: 1
Hodge theory and complex algebraic geometry Claire Voisin, vol. 1
B 7.226
Lectures on resolution of singularities János Kollár
B 7.236
Rational and nearly rational varieties János Kollár, Karen E. Smith and Alessio Corti
Zahlentheorie
C 2.60
Algebraic number theory proceedings of an instructional conference organized by the London Mathemati
C 2.94
Positive polynomials from Hilbert's 17th problem to real algebra Alexander Prestel, Charles N. Delze
Räume und Mannigfaltigkeiten
D 1.10
Topologie eine Einführung Horst Schubert
D 1.66
Topology James R. Munkres
D 2.184 Ex.2
Braid groups Christian Kassel, Vladimir Turaev ; with the graphical assistance of Olivier Dodane
D 2.37
Lectures on algebraic topology Albrecht Dold
D 2.38 Ex.4
Differential forms in algebraic topology Raoul Bott, Loring W.Tu
D 3.119
Lectures on the h-cobordism theorem John Milnor ; notes by L. Siebenmann, J. Sondow
D 3.95 Ed.2
Introduction to smooth manifolds John M. Lee
D 5.10
La géométrie des groupes classiques par Jean Dieudonné
D 5.121
Applications of Lie groups to differential equations Peter J. Olver
Geometrie
E 5.109: Ed.2010
An introduction to invariants and moduli Shigeru Mukai
E 6.24
Minimal surfaces and functions of bounded variation Enrico Giusti
Analysis I
F 1.45: 3
[Übers. aus dem Franz.: Herbert Gollek ... et al.]
F 1.46: 3
Integrationstheorie, Kurven- und Flächenintegrale, Vektoranalysis Hans Grauert, Ingo Lieb
F 1.47: 3
Integralrechnung im IRn mit Anwendungen
F 2.46
Vektoranalysis Klaus Jänich
F 2.58
Advanced calculus by David V. Widder
F 2.70: 1 Ed.1999 Introduction to calculus and analysis Richard Courant, Fritz John, vol. 1
F 2.70: 2.1 Ed.2000 Introduction to calculus and analysis Richard Courant, Fritz John, vol. 2/1
F 2.70: 2.2 Ed.2000 Introduction to calculus and analysis Richard Courant, Fritz John, vol. 2/2
F 2.90: 1
Calsulus 1
F 2.90: 2
Calculus 2
F 2.90: 3
Calculus 3
F 3.25
Funktionen, Differentialrechnung Gert Böhme
F 3.31: 1
Differential- und Integralrechnung, Vektor- und Matrizenrechnung Kurt Meyberg, Peter Vachenauer
F 3.33: 1
Mathematik für Physiker und Mathematiker Rainer Wüst, Bd. 1
F 3.33: 2
Mathematik für Physiker und Mathematiker Rainer Wüst, Bd. 2
F 3.41
Mathematical methods for physics and engineering a comprehensive guide K.F. Riley, M.P. Hobson, S.J.
F 3.51: 1
Lineare Algebra und analytische Geometrie, Differential- und Integralrechnung einer Variablen Rainer
F 3.51: 2
Differential- und Integralrechnung mehrerer Variabler, Gewöhnliche Differentialgleichungen, Partiel
F 6.47
Mass- und Integrationstheorie Heinz Bauer
F 6.52
Integration und Mass Michael Leinert
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Vermisstenliste MathBib
30/6/14
Analysis II
G 0.15
Fourier analysis an introduction Elias M. Stein & Rami Shakarchi
G 1.67
Frames and bases an introductory course Ole Christensen
G 1.71
Harmonic analysis from Fourier to wavelets María Cristina Pereyra, Lesley A. Ward
G 2.21
Fourier analysis T.W. Körner
G 2.46
Fourier analysis and its applications Gerald B. Folland
G 5.22 Ex.2
Asymptotic expansions A. Erdélyi
G 5.69
Applied asymptotic analysis Peter D. Miller
Angewandte Analysis
H 1.59
Problems of mathematical physics N. N. Lebedev, I. P. Skalskaya, Y. S. Uflyand
H 1.68 Ed.2
Mathematische Methoden zur Mechanik ein Handbuch mit MATLAB-Experimenten Eckart W. Gekeler
H 5.39 / 2
Variational integrals Mariano Giaquinta, Giuseppe Modica, Jiří Souček, vol. 2
H 6.17
Probabilistic techniques in analysis Richard F. Bass
H 6.36
Potential theory Lester L. Helms
H 7.113 Ed.2
Partial differential equations Lawrence C. Evans
H 7.262
Blow-up theory for elliptic PDEs in Riemannian geometry Olivier Druet, Emmanuel Hebey, Frédéric Ro
H 7.272
Semigroups of linear operators and applications to partial differential equations A. Pazy
H 7.310
Distribution theory and Fourier analysis Lars Hörmander
H 7.78: 1 Ex. 2
Non-homogeneous boundary value problems and applications I J.L. Lions, E. Magenes
Funktionentheorie
J 1.43
Einführung in die Funktionentheorie Klaus Jänich
J 1.65: 1 Ed. 3
mit 125 Abbildungen und Lösungshinweisen zu 420 Übungsaufgaben Eberhard Freitag, Rolf Busam
J 1.93
Funktionentheorie eine Einführung Klaus Jänich
J 3.13
Lectures on quasiconformal mappings by Lars V. Ahlfors; manuscript prepr. with assist. of Clifford J
J 4.6
Functionals of finite Riemann surfaces by Menahem Schiffer and Donald C. Spencer
Höhere Analysis
K 0.14 Ex.2
Singular integrals and differentiability properties of functions Elias M. Stein
K 0.25
Sobolev spaces Robert A. Adams
K 1.13 Ed.2
Functional analysis Kôsaku Yosida
K 1.13 Ed.2 Ex.2
Functional analysis Kôsaku Yosida
K 1.188
Lecture notes on functional analysis with applications to linear partial differential equations Albe
K 1.25 Ex.3
Functional analysis Walter Rudin
K 3.20
Theory of operator algebras Masamichi Takesaki
K 4.28
A guide to distribution theory and Fourier transforms Robert S. Strichartz
Wahrscheinlichkeitstheorie und Anwendungen
L 1.118 Ed.3
Probability theory and examples by Richard Durrett
L 1.150
Exponential functionals and principal values related to Brownian motion a collection of research pap
L 1.194
Wahrscheinlichkeitstheorie Achim Klenke
L 1.206
Probability and stochastics Erhan Çınlar
L 1.210
Probability theory a comprehensive course Achim Klenke
L 2.11: 1
A first course in stochastic processes Samuel Karlin, Howard M. Taylor
L 2.11: 2
A second course in stochastic processes Samuel Karlin, Howard M. Taylor
L 2.115
Basic stochastic processes a course through exercises Zdzisław Brzeźniak and Tomasz Zastawniak
L 2.125
Stochastic processes lectures given at Aarhus University Kiyosi Itô ; ed. by Ole E. Barndorff-Niels
L 2.35
Stochastic integration Michel Metivier, Jean Pellaumail
L 2.62 Ed.3 Ex.2
Continuous martingales and Brownian motion Daniel Revuz, Marc Yor
L 2.95 Ed.2
Handbook of Brownian motion facts and formulae Andrei N. Borodin, Paavo Salminen
L 3.106
General theory of Markov processes Michael Sharpe
L 7.88
Stochastic claims reserving methods in insurance Mario V. Wüthrich and Michael Merz
L 8.35 Ex.2
Stochastic calculus a practical introduction Richard Durrett
L 8.55
An introduction to quantum stochastic calculus K. R. Parthasarathy
L 8.56
Stochastic analysis on manifolds Elton P. Hsu
L 8.75
Stochastic calculus applications in science and engineering Mircea Grigoriu
L 9.189
Stochastic financial models Douglas Kennedy
L 9.31
Stochastic processes for insurance and finance Tomasz Rolski ... [et al.]
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Vermisstenliste MathBib
30/6/14
L 9.90
Stochastic calculus of variations in mathematical finance Paul Malliavin, Anton Thalmaier
Physik, Chemie, Biologie
N 0.69
Information, physics, and computation Marc Mézard, Andrea Montanari
N 7.208
Quantum mechanics for mathematicians Leon A. Takhtajan
N 7.84
Introduction to spectral theory with applications to Schrödinger operators P.D. Hislop, I.M. Sigal
Serien
S 1.640
Curvature and characteristic classes Johan L.Dupont
S 10.15
Einführung in partielle Differentialgleichungen für Ingenieure, Chemiker und Naturwissenschaftler
S 10.31
Geometrie II Einführung in die projektive Geometrie M. Jeger
S 11.29 / 2
Lectures on modular functions of one complex variable by H. Maass; notes by Sunder Lal, Ed. 1983
S 11.31
Lectures on the fourteenth problem of Hilbert by M. Nagata ; notes by M. Pavaman Murthy
S 17.107
Loop spaces, characteristic classes and geometric quantization Jean-Luc Brylinski
S 17.43 Ex.3
Jacobian theta functions and differential equations with the collab. of C. Musili ... [et al.]
S 18.205
An extension of a theorem by Cheeger and Müller Jean-Michel Bismut and Weiping Zhang; (with and app
S 18.31
Trois études en dynamique qualitative par J.E. Franke e.a.
S 21.14
Coxeter graphs and towers of algebras Frederick M. Goodman, Pierre de la Harpe, Vaughan F. R. Jones
S 31.50
Evolution equations, semigroups and functional analysis in memory of Brunello Terreni Alfredo Lorenz
S 34.206
Partial differential equations Mark Vishik's Seminar ; M.S. Agranovich ... [et al.] eds.
Unterrichtswerke
U 0.1: 2
Geometrie Felix Klein; ausgearb. von E. Hellinger; für den Druck fertig gemacht und mit Zusätzen v
U 0.12:1
Induktion und Analogie in der Mathematik Georg Pólya
U 2.1: 2
Algebra Henri Deller, Peter Gebauer, Jörg Zinn, Bd. 2: Aufgaben
U 2.1: 2.Lsg
Algebra Henri Deller, Peter Gebauer, Jörg Zinn, Bd. 2: Ergebnisse
U 3.6
Einführung in die Analysis Teil 3
U 3.7
Mathematik, Gymnasiale Oberstufe hrsg. von Thomas Jahnke ... [et al.]
Didaktik des Mathematik-Unterrichts
V 1.29
Didaktik der Geometrie für die Sekundarstufe 1 Hans-Georg Weigand ... [et al.]
Geschichte, Philosophie und Populärmathematik
X 1.249
Einstein lived here Abraham Pais
X 1.326
The beat of a different drum the life and science of Richard Feynman Jagdish Mehra
X 2.124: 1
DIALECTICA International review of philosophy of knowledge, vol. 1, 1947
X 2.124: 2
DIALECTICA International review of philosophy of knowledge, vol. 2, 1948
X 2.124: 3
DIALECTICA International review of philosophy of knowledge, vol. 3, 1949
X 2.124: 4
DIALECTICA International review of philosophy of knowledge, vol. 4, 1950
X 2.124: 5
DIALECTICA International review of philosophy of knowledge, vol. 5, 1951
X 2.127
Proofs and refutations the logic of mathematical discovery Imre Lakatos ; ed. by John Worrall ... [e
Y 7.48: 130
Computational invariant theory Harm Derksen, Gregor Kemper
Semesterapparat, Enzyklopädie
Y 7.48: 55
Linear algebraic groups, invariant theory A. N. Parshin, I. R. Shafarevich (ed.)
Y 7.48: 6
Singularity theory
Y 9.BA: F 1.51: 2 Ed.5
Analysis Wolfgang Walter
ZS.NM6
Geometric numerical integration structure-preserving algorithms for ordinary differential equations
ZZ.9: 28
Basic ideas and concepts of differential geometry R. V. Gamkrelidze (Ed.)
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