Authors:William J. Haboush, Brian J. Parshall,
Publisher: Amer Mathematical Society
Keywords: generalizations, groups, algebraic, proceedings, mathematics, july, symposia, summer, classical, methods, research, institute
Published: 1994-07
List price: $79.00
ISBN-10: 0821815407
ISBN-13: 9780821815403

These volumes contain papers based on lectures presented at the conference, "Algebraic Groups and Their Generalizations", held at Pennsylvania State University in July 1991. An outgrowth of the remarkable proliferation of Lie theory in the last fifteen years, this conference reflected both the diversification of technique in the classical theory and the beginnings of the study of new objects. These new objects include quantum groups and vertex operator algebras, as well as various kinds of infinite-dimensional groups and algebras inspired by new work in mathematical physics a

Authors:W. B. Vasantha Kandasamy, Florentin Smarandache,
Publisher: Cuart
Keywords: generalizations, superbimatrices
Number of Pages: 410
Published: 2009-09-16
List price: $49.00
ISBN-10: 9738520886
ISBN-13: 9789738520882

In this book the authors introduce the notion of superbimatrices and generalize it to that of supertrimatrices, and super n-matrices. A study of these innovative structures is best-suited to our times since superbimatrices find their applications in Fuzzy Models, Leontief Economics Model, and computer data storage.

Authors:T. A. Fournelle, K. W. Weston,
Publisher: World Scientific Publishing Company
Keywords: algebra, vol, series, groups, steinberg, generalizations
Number of Pages: 230
Published: 1996-12
List price: $65.00
ISBN-10: 9810220286
ISBN-13: 9789810220280

The Steinberg relations are the commutator relations which hold between elementary matrices in a special linear group. This book generalizes these sorts of relations. To encode these relations one needs a ring and a so-called linkage graph which specifies exactly which commutator relations hold. The groups obtained here, called linkage groups, have an enormous number of interesting images, finite and infinite. Among these images are, for example, 25 of the 26 finite sporadic simple groups. The book deals with the structure and classification of linkage groups. Part of the work involves

Author: J. A. Schouten
Publisher: American Mathematical Society
Keywords: chelsea, publishing, ams, generalizations, problem, pfaff
Number of Pages: 542
Published: 1969-01-01
List price: $55.00
ISBN-10: 0828402213
ISBN-13: 9780828402217

In its simplest form, the Pfaff problem (formulated by Pfaff in 1819) consists of determining the maximal integrable manifold of a Pfaffian system, i.e. of a system of vector fields in $R^n$. This book gives a solution of this problem and discusses various generalizations, giving an essentially complete treatment of the theory as it was known in 1949.

Author: Lizhen Ji
Publisher: American Mathematical Society, International Press
Keywords: advanced, mathematics, studies, ams, groups, generalizations, arithmetic
Number of Pages: 259
Published: 2009-04-20
List price: $59.00
ISBN-10: 0821848666
ISBN-13: 9780821848661

Authors:W. B. Vasantha Kandasamy, Florentin Smarandache,
Publisher: Svenska fysikarkivet
Keywords: generalizations, algebras, bilinear, neutrosophic
Number of Pages: 402
Published: 2010-08-03
List price: $35.00
ISBN-10: 9185917141
ISBN-13: 9789185917143

This book introduces over one hundred new concepts related to neutrosophic bilinear algebras and their generalizations> Illustrated by more than 225 examples, these innovative new notions find applications in various fields.

Authors:Maks A. Akivis, Vladislav V. Goldberg,
Publisher: Wiley-Interscience
Keywords: generalizations, geometry, differential, conformal
Number of Pages: 400
Published: 1996-08-23
List price: $194.00
ISBN-10: 0471149586
ISBN-13: 9780471149583

Comprehensive coverage of the foundations, applications, recent developments, and future of conformal differential geometryConformal Differential Geometry and Its Generalizations is the first and only text that systematically presents the foundations and manifestations of conformal differential geometry. It offers the first unified presentation of the subject, which was established more than a century ago. The text is divided into seven chapters, each containing figures, formulas, and historical and bibliographical notes, while numerous examples elucidate the necessary theory.Clear, focused, a