RO EN
On the prime graph of L2(q), where q=p^alpha<100
Authors: B. Khosravi, S. S. Amiri
– 0.25 Mb
Abstract
Let G be a finite group. We construct the prime graph of G as follows: the vertices of this graph are the prime divisors of |G| and two vertices p and q are joined by an edge if and only if G contains an element of order pq. The prime graph of G is denoted by Г(G). Mina Hagie (Comm. Algebra, 2003) determined finite groups G such that Г(G) =Г(S), where S is a sporadic simple group. In this paper we determine finite groups G such that Г(G) = Г(L2(q)) for some...B. Khosravi,
S. S. Amiri
Department of Pure Mathematics,
Faculty of Mathematics and Computer Sci.
Amirkabir University of Technology (Tehran Polytechnic),
424, Hafez Ave.
Tehran 15914, IRAN,
and
Institute for Studies in Theoretical Physics and Mathematics (IPM),
E-mail:
S. S. Amiri
Department of Pure Mathematics,
Faculty of Mathematics and Computer Sci.
Amirkabir University of Technology (Tehran Polytechnic),
424, Hafez Ave.
Tehran 15914, IRAN,
and
Institute for Studies in Theoretical Physics and Mathematics (IPM),
E-mail:
Fulltext
– 0.25 Mb
Contents
- Anti fuzzy Lie ideals of Lie algebras
- Actions of a subgroup of the modular group on an imaginary quadratic field
- On primal ideals over semigroups
- Finite hexagonal quasigroups
- On n-ary semigroups with adjoint neutral element
- Left regular and intra-regular ordered semigroups in terms of fuzzy subsets
- On the prime graph of L2(q), where q=p^alpha<100
- The application of DES, IDEA and AES in strong encryption
- A graphical technique to obtain homomorphic images of Delta(2,3,11)
- Ideals in AG-band and AG*-groupoid
- Skew endomorphisms on n-ary groups
