Series: Pure and Applied Mathematics

Most recent volume


Volume 143. Spectral Theory of Random Matrices

Editors: Vyacheslav Girko

Additional volumes


Volume 142. Random Matrices

Published: 6th October 2004 Editors: Madan Lal Mehta

Volume 141. Infinite Words

Published: 12th February 2004 Editors: Dominique Perrin Jean-Éric Pin

Volume 140. Sobolev Spaces

Published: 26th June 2003 Editors: Robert Adams John Fournier

Volume 139. Algebraic Groups and Number Theory

Published: 19th October 1993 Editors: Vladimir Platonov Andrei Rapinchuk Rachel Rowen

Volume 138. Differential Manifolds

Published: 21st October 1992 Editors: Antoni Kosinski

Volume 137. Large deviations

Published: 28th May 1989

Volume 136. Initial-boundary value problems and the Navier-Stokes equations

Published: 28th April 1989

Volume 135. Infinite crossed products

Published: 28th January 1989

Volume 134. Vertex Operator Algebras and the Monster

Published: 28th March 1989 Editors: Igor Frenkel James Lepowsky Arne Meurman

Volume 133. General theory of Markov processes

Published: 28th August 1988

Volume 132II. Real reductive groups II

Published: 23rd June 1992

Volume 132. Real Productive Groups I

Published: 28th February 1988 Editors: Nolan Wallach

Volume 131. Representations of algebraic groups

Published: 8th June 1987

Volume 130. Inverse Spectral Theory

Published: 16th March 1987 Editors: Jurgen Poschel

Volume 129. Interpolation of Operators

Published: 28th February 1988 Editors: Colin Bennett Robert Sharpley

Volume 127II. Ring theory V2

Published: 28th June 1988

Volume 127I. Ring theory V1

Published: 28th May 1988

Volume 124. Decompositions of manifolds

Published: 22nd December 1986

Volume 123. Real-variable methods in harmonic analysis

Published: 6th November 1986

Volume 122. Nonstandard methods in stochastic analysis and mathematical physics

Published: 28th July 1986

Volume 121. Complex cobordism and stable homotopy groups of spheres

Published: 5th May 1986

Random Matrices

Published: 28th November 1990 Editors: Madan Lal Mehta

Volume 120. An Introduction to Differentiable Manifolds and Riemannian Geometry, Revised

Editors: William Boothby

Volume 120. An introduction to differentiable manifolds and Riemannian geometry (2nd Ed)

Published: 21st April 1986

Volume 119. Positive operators

Published: 8th October 1985

Volume 118. An Introduction to Nonstandard Real Analysis

Published: 28th September 1985 Editors: Albert Hurd Peter Loeb

Volume 117. Theory of codes

Published: 10th July 1985

Volume 116. Differential Manifolds & Theoretical Physics

Published: 21st May 1986 Editors: W. Curtis Frederick Miller

Volume 116. Differential manifolds and theoretical physics

Published: 24th May 1985

Volume 115. Eigenvalues in Riemannian Geometry

Published: 7th November 1984 Editors: Isaac Chavel

Volume 114. Differential algebraic groups

Published: 25th January 1985

Volume 113. Groups & Geometric Analysis

Published: 28th June 1984 Editors: Author Unknown

Volume 112. The Smith conjecture

Published: 1st May 1984

Volume 111. The umbral calculus

Published: 28th December 1983

Volume 110. Algebra

Published: 1st November 1983 Editors: Author Unknown

Volume 109. Theory of Charges

Published: 28th January 1983 Editors: K.P.S. Bhaskara Rao M. Bhaskara Rao

Volume 108. A theory of sets

Published: 27th May 1986

Volume 107. Unified integration

Published: 1st December 1983

Volume 106. Renormalization

Published: 28th April 1983

Volume 105. Mathematical experiments on the computer

Published: 28th October 1982

Volume 104. Rings That are Nearly Associative

Published: 28th January 1982

Volume 103. Semi-Riemannian Geometry With Applications to Relativity, 103

Published: 28th June 1983 Editors: Barrett O'Neill

Volume 102. System theory

Published: 28th July 1982

Volume 101I. Vector bundles - Vol 1

Published: 28th December 1982

Volume 100II. Fundamentals of the theory of operator algebras. V2

Published: 10th June 1986

Volume 100I. Fundamentals of the theory of operator algebras. V1

Published: 28th April 1983

Volume 100D. Fundamentals of the theory of operator algebras. V4

Published: 1st April 2000

Volume 100C. Fundamentals of the theory of operator algebras. V3

Published: 1st April 2000

Volume 99. The theory of Eisenstein systems

Published: 28th January 1981

Volume 98. Linear orderings

Published: 1st June 1982

Volume 97. A panorama of pure mathematics, as seen by N. Bourbaki

Published: 28th June 1982

Volume 96. Bounded analytic functions

Published: 28th August 1981

Volume 94. Smooth dynamical systems

Published: 28th January 1980

Volume 93. An introduction to nonharmonic Fourier series

Published: 28th November 1980

Volume 92. Quantum mechanics in Hilbert space

Published: 28th October 1981

Volume 91. Introduction to global analysis

Published: 28th July 1980

Volume 90. The mathematical theory of L systems

Published: 28th March 1980

Volume 89. Seifert and Threlfall, A textbook of topology

Published: 28th May 1980

Volume 88. An introduction to variational inequalities and their applications

Published: 28th March 1980

Volume 86. Functional integration and quantum physics

Published: 28th September 1979

Volume 84. Polynomial identities in ring theory

Published: 28th June 1980

Volume 83. Fundamentals of MaxwellÆs kinetic theory of a simple monatomic gas

Published: 28th January 1980

Volume 81. Functional analysis

Published: 28th January 1978

Volume 80. Differential Geometry, Lie Groups, and Symmetric Spaces

Published: 28th December 1978 Editors: Sigurdur Helgason

Volume 79. Set theory

Published: 28th October 1978

Volume 78. Formal groups and applications

Published: 28th January 1978

Volume 77. The Bochner Integral

Published: 28th January 1978

Volume 76. Locally solid Riesz spaces

Published: 28th June 1978

Volume 75. General lattice theory

Published: 1st October 1978

Volume 73. Modular representations of finite groups

Published: 28th January 1977

Volume 72. Introduction to the Theory of infiniteseimals

Published: 28th November 1976

Volume 71I. A first course in rational continuum mechanics V1

Published: 17th December 1991

Volume 70. Ergodic theory and topological dynamics

Published: 28th October 1976

Volume 69. Spectral Theory of Random Matrices

Published: 28th January 1976 Editors: Vyacheslav Girko

Volume 68. Mathematical Cosmology and Extragalactic Astronomy

Published: 28th January 1976

Volume 66. Spectral synthesis

Published: 28th January 1976

Volume 65. Sobolev spaces

Published: 28th June 1975

Volume 64. Homotopy theory: an introduction to algebraic topology

Published: 28th January 1975

Volume 63. An introduction to differentiable manifolds and Riemannian geometry

Published: 22nd August 1975

Volume 62. Basic linear partial differential equations

Published: 1st January 1975

Volume 61. Noneuclidean tesselations and their groups

Published: 28th June 1974

Volume 59B. Automata, languages, and machines

Published: 28th January 1976

Volume 59A. Automata, languages, and machines

Published: 28th March 1974

Volume 58. RiemannÆs zeta function

Published: 28th February 1974

Volume 57. Convex functions

Published: 8th February 1974

Volume 56. Introduction to the theory of entire functions

Published: 28th January 1973

Volume 55. Algebraic number fields

Published: 28th January 1973

Volume 54. Differential Algebra & Algebraic Groups

Published: 28th May 1973 Editors: Author Unknown

Volume 53. Homology theory

Published: 6th June 1973

Volume 52. Topological embeddings

Published: 30th March 1973

Volume 51. Introduction to Lie groups and Lie algebras

Published: 18th April 1973

Volume 50. Symmetry groups and their applications

Published: 28th December 1972

Volume 49. Banach algebra techniques in operator theory

Published: 28th January 1972

Volume 48. Measure and integration theory on infinite-dimensional spaces

Published: 28th January 1972

Volume 47B. Spectral Theory of Random Matrices

Published: 28th November 1973 Editors: Vyacheslav Girko

Volume 47A. Connections, curvature, and cohomology V1

Published: 28th June 1972

Volume 46. Introduction to compact transformation groups

Published: 28th July 1972

Volume 45. Integral matrices

Published: 28th May 1972

Volume 44. Ring theory

Published: 28th January 1971

Volume 43. Multiplicative theory of ideals

Published: 28th January 1971

Volume 42. An introduction to transform theory

Volume 41. Quantum mechanics in Hilbert space

Published: 1st January 1971

Volume 40. Fourier analysis and approximation

Published: 1st January 1971

Volume 39. Spectral Theory of Random Matrices

Published: 30th September 1970 Editors: Vyacheslav Girko

Volume 39. Categories and functors

Published: 1st January 1970

Volume 38. Theory of H[superscript p] spaces

Published: 31st July 1970

Volume 37. Dimension theory

Published: 28th January 1970

Volume 36B. Spectral Theory of Random Matrices

Published: 28th January 1973 Editors: Vyacheslav Girko

Volume 35. Linear lie groups

Published: 1st January 1969

Volume 34. Cohomology of groups

Published: 1st January 1969

Volume 33. Critical point theory in global analysis and differential topology

Published: 1st January 1969

Volume 32. Distributions and Fourier transforms

Published: 1st January 1969

Volume 31. Simplified independence proofs

Published: 1st January 1969

Volume 30. Diophantine equations

Published: 1st January 1969

Volume 29. Markov processes and potential theory

Published: 1st January 1968

Volume 28. Complex function theory

Published: 1st January 1968

Volume 27. The four-color problem

Published: 1st January 1967

Volume 26. Scattering Theory, Revised Edition

Published: 28th January 1990 Editors: Peter Lax Ralph Phillips

Volume 25. Topological vector spaces, distributions and kernels

Published: 1st January 1967

Volume 24. Resolution of singularities of embedded algebraic surfaces

Published: 1st January 1966

Volume 23. Introduction to the Theory of Algebraic Numbers and Fuctions

Published: 1st January 1966

Volume 22. An introduction to nonassociative algebras

Published: 1st January 1966

Volume 21. Linear differential equations and function spaces

Published: 1st January 1966

Volume 20. Number theory

Published: 5th May 1986

Volume 19. Topology

Published: 1st January 1966

Volume 18. A theory of sets

Published: 1st January 1965

Volume 17. Theory of categories

Published: 1st January 1965

Volume 16. Point set topology

Published: 1st January 1964

Volume 15. Geometry of manifolds

Published: 1st January 1964

Volume 14. Local analytic geometry

Published: 1st January 1964

Volume 13. Introduction to the theory of integration

Published: 1st January 1963

Volume 13. Spectral Theory of Random Matrices

Published: 1st January 1963 Editors: Vyacheslav Girko

Volume 12. Differential geometry and symmetric spaces

Published: 1st January 1962

Volume 11. Curvature and homology

Published: 1st January 1962

Volume 10V. Foundations of modern analysis

Published: 1st January 1960

Volume 10IV. Foundations of modern analysis

Published: 1st January 1960

Volume 10III. Foundations of modern analysis

Published: 1st January 1960

Volume 10II. Foundations of modern analysis

Published: 1st January 1960

Volume 10I. Foundations of modern analysis

Published: 1st January 1960

Volume 10E. Spectral Theory of Random Matrices

Published: 28th October 1977 Editors: Vyacheslav Girko

Volume 10D. Spectral Theory of Random Matrices

Published: 28th December 1974 Editors: Vyacheslav Girko

Volume 10C. Spectral Theory of Random Matrices

Published: 28th December 1972 Editors: Vyacheslav Girko

Volume 10B. Spectral Theory of Random Matrices

Published: 31st March 1970 Editors: Vyacheslav Girko

Volume 9. Spectral Theory of Random Matrices

Published: 28th January 1973 Editors: Vyacheslav Girko

Volume 9. Solution of equations in euclidean and banach spaces

Published: 1st January 1960

Volume 8. Homotopy theory

Published: 1st January 1959

Volume 7. Fundamental concepts of algebra

Published: 1st January 1957

Volume 6. The geometry of geodesics

Published: 1st January 1955

Volume 5. Entire functions

Published: 1st January 1954

Volume 4. Kernel functions and differential equations

Published: 1st January 1953

Volume 3. Projective geometry and projective metrics

Published: 1st January 1953

Volume 2. Representations of *-Algebras, Locally Compact Groups, and Banach *-Algebraic Bundles

Published: 28th April 1988 Editors: J. Fell R. Doran

Volume 2. Linear algebra and projective geometry

Published: 1st January 1952

Volume 1. Representations of *-Algebras, Locally Compact Groups, and Banach *-Algebraic Bundles

Published: 28th March 1988 Editors: J. Fell R. Doran

Volume 1. An introduction to classical complex analysis. Volume I

Published: 28th January 1980

Volume 1. Infinite Abelian Groups, Volume 1

Published: 1st January 1970

Volume 1. Partial differential equations in physics

Published: 1st January 1949