Aspects of infinite groups
Subtitle: a festschrift in honor of Anthony Gaglione
By: editors Benjamin Fine, Gerhard Rosenberger, Dennis Spellman
Series: Algebra and discrete mathematics -- v. 1; Algebra and discrete mathematics (World Scientific (Firm)) -- v. 1.
Publisher: World Scientific
Published: 2008
Place of publication: Hackensack, N.J
Language: eng
Number of pages: 243
ISBN-13: 9789812793409
Notes: Includes bibliographical references.
Table of contents: title: Actions, commutator identities, and the algebraic eraser TM / I. Anshel, M. Anshel and D. Goldfeld; title: Virtually free-by-cyclic one-relator groups : I / G. Baumslag and D. Troeger; title: Some cryptoprimitives for noncommutative algebraic cryptography / G. Baumslag ... [et al.]; title: On the derived subgroups of the free nilpotent groups of finite rank / R.D. Blyth, P. Moravec and R.F. Morse; title: A recurrence relation for the number of free subgroups in free products of cyclic groups / T. Camps, M. Dörfer and G. Rosenberger; title: The Baumslag-Solitar groups : a solution for the isomorphism problem / A.E. Clement; title: Unification theorems in algebraic geometry / E. Daniyarova, A. Myasnikov and V. Remeslennikov; title: Reflections on commutative transitivity / B. Fine and G. Rosenberger; title: Groups universally equivalent to free Burnside groups of prime exponent and a question of Philip Hall / A. Gaglione, S. Lipschutz and D. Spellman; title: Changing generators in nonfree groups / R. Goldstein; title: Matrix completions over principal ideal rings / W.H. Gustafson ... [et al.]; title: A primer on computational group homology and cohomology / D. Joyner; title: Doubles of residually solvable groups / D. Kahrobaei; title: An application of a group of Ol'shanskii to a question of Fine et al. / S. Lipschutz and D. Spellman; title: Quotient isomorphism invariants of a finitely generated Coxeter group / M. Mihalik, J. Ratcliffe and S. Tschantz; title: Localization and IA-automorphisms of finitely generated, metabelian, and torsion-free nilpotent groups / M. Zyman.