Efim Zelmanov
University of California, San Diego
Israel Journal of Mathematics | 1992
Efim Zelmanov
It is proved that a periodic pro-p-group is locally finite.
Journal of Algebra and Its Applications | 2012
Adel Alahmadi; Hamed H. Alsulami; S. K. Jain; Efim Zelmanov
Groebner–Shirshov Basis and Gelfand–Kirillov dimension of the Leavitt path algebra are derived.
Memoirs of the American Mathematical Society | 2001
Victor G. Kac; Consuelo Martínez; Efim Zelmanov
Introduction Structure of the even part Cartan type Even part is direct sum of two loop algebras
Archive | 2000
Efim Zelmanov
A
Proceedings of the National Academy of Sciences of the United States of America | 2003
Consuelo Martínez; Efim Zelmanov
is a loop algebra
Journal of Pure and Applied Algebra | 1995
J. Marshall Osborn; Efim Zelmanov
J
Canadian Mathematical Bulletin | 2002
Consuelo Martínez; Efim Zelmanov
is a finite dimensional Jordan superalgebra or a Jordan superalgebra of a superform The main case Impossible cases Bibliography.
Archive | 2003
Efim Zelmanov
In [2], E. S. Golod and I.R. Shafarevich found a sufficient condition for a pro-p Groups presented by generators and relators to be infinite. In the same volume of Izvestia, this criterion was applied to the solution of two outstanding problems: the construction of an infinite tower of class fields (by I. R. Shafarevich) and the construction of a counterexample to the General Burnside Problem (by E. S. Golod).
Proceedings of the National Academy of Sciences of the United States of America | 2013
Adel Alahmedi; Hamed H. Alsulami; S. K. Jain; Efim Zelmanov
In this article we study Lie superalgebras graded by the root systems P (n) and Q(n).
Transactions of the American Mathematical Society | 2009
Consuelo Martínez; Efim Zelmanov
Abstract The main result in this paper is the classification of simple Novikov algebras A with a maximal subalgebra H such that A H has a finite-dimensional irreducible H-submodule. A second result deals with the extension of Hamiltonian operators.
