|
Handbook of algebra / edited by M. Hazewinkel.
— Amsterdam : Elsevier, 1996-<2003. v. <1-3> : il. ; 25 cm.
La biblioteca sólo posee el vol. 1.
Incluye referencias bibliográficas e índices.
Contenido: Vol. 1: Section 1A. Linear algebra: G. P. Egorychev, Van der Waerden conjecture and applications — V. L. Girko, Random matrices — A. N. Malyshev, Matrix equations. Factorization of matrix polynomials — L. Rodman, Matrix functions — Section 1B. Linear (in)dependence: Joseph P. S. Kung, Matroids — Section 1D. Fields, Galois theory, and algebraic number theory: James K. Deveney and John N. Mordeson, Higher derivation Galois theory of inseparable field extensions — I. B. Fesenko, Complete discrete valuation fields. Abelian local class field theories — Moshe Jarden, Infinite Galois theory — Rudolf Lidl and Harald Niederreiter, Finite fields and their applications — W. Narkiewicz, Global class-field theory — Henk C. A. van Tilborg, Finite fields and error-correcting codes — Section 1F. Generalizations of fields and related objects: Udo Hebisch and Hanns Joachim Weinert, Semirings and semifields — Günter F. Pilz, Near-rings and near-fields — Section 2A. Category theory: S. MacLane and I. Moerdijk, Topos theory — Ross Street, Categorical structures — Section 2B. Homological algebra, cohomology, cohomological methods in algebra, homotopical algebra: Jon F. Carlson, The cohomology of groups — A. I. Generalov, Relative homological algebra. Cohomology of categories, posets and coalgebras — J. F. Jardine, Homotopy and homotopical algebra — Bernhard Keller, Derived categories and their uses — Section 3A. Commutative rings and algebras: J. P. Lafon, Ideals and modules — Section 3B. Associative rings and algebras: P. M. Cohn, Polynomial and power series rings. Free algebras, firs and semifirs — V. K. Kharchenko, Simple, prime and semiprime rings — A. van den Essen, Algebraic microlocalization and modules with regular singularities over filtered rings — Kunio Yamagata, Frobenius algebras.
ISBN 0444822127 (v. 1)
|