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Author:   Larry A. Finkelstein ,  W.M. Kantor
Publisher:   American Mathematical Society
Imprint:   American Mathematical Society
Volume:   No. 11
Weight:   0.794kg
ISBN:  

9780821865996

ISBN 10:   0821865994
Pages:   313
Publication Date:   30 September 1993
Audience:   Professional and scholarly ,  Professional & Vocational
Format:   Hardback
Publisher's Status:   Active
Availability:   To order  
Stock availability from the supplier is unknown. We will order it for you and ship this item to you once it is received by us.

Table of Contents

Computing composition series in primitive groups by L. Babai, E. M. Luks, and A. Seress Computing blocks of imprimitivity for small-base groups in nearly linear time by R. Beals Fast Fourier transforms for symmetric groups by M. Clausen and U. Baum From hyperbolic reflections to finite groups by J. H. Conway Combinatorial tools for computational group theory by G. Cooperman and L. Finkelstein Efficient computation of isotypic projections for the symmetric group by P. Diaconis and D. Rockmore Constructing representations of finite groups by J. D. Dixon A graphics system for displaying finite quotients of finitely presented groups by D. F. Holt and S. Rees Random remarks on permutation group algorithms by W. M. Kantor Application of group theory to combinatorial searches by C. W. H. Lam Permutation groups and polynomial-time computation by E. M. Luks Parallel computation of Sylow subgroups in solvable groups by P. D. Mark Computation with matrix groups over finite fields by C. E. Praeger Asymptotic results for permutation groups by L. Pyber Computations in associative algebras by L. Ronyai Cayley graphs and direct-product graphs by A. L. Rosenberg Group membership for groups with primitive orbits by N. Sarawagi, G. Cooperman, and L. Finkelstein PERM: A program computing strong generating sets by A. Seress and I. Weisz Complexity issues in infinite group theory by C. C. Sims GRAPE: A system for computing with graphs and groups by L. H. Soicher Implications of parallel architectures for permutation group computations by B. W. York.

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