On the generation of linear groups by combinatoric groups
I. V. Bayak
Abstract
It is described the group of arrowy permutations (that is extension of symmetric group) and the consequent process of generation of GL(n) and some its subgroups by this combinatoric group and its subgroups.
Create a lesson
Related papers
Construction, Enumeration and Duality of Perfectly Balanced Musical Sets of Order 2pq
Paul Lascabettes, Sidney Ali, Alexandre Popoff et al.
Boundary phenomena for slow recurrences:finite and infinite critical sets
Mohsen Aliabadi
Linear-exponent bounds for the automatic complexity of rational diagonals modulo prime powers
Alex Shvets
How Does One Cut a 30-60-90 Triangle?
Ed Pegg, Brian Trease, Andrew Hudson et al.
A Computational Verification of the Markov Uniqueness Conjecture for z≤ 10500000
Hu Tan, Ying Zhang
On Some Special Cases of the Weber-Schafheitlin Integral
V. G. Zborovskii