[Turkmath:7774] Yeditepe Universitesi Matematik Bolumu Seminerleri: 17 Haziran 2011 /Yediitepe University , Department of Mathematics, Departmental Seminar on June 17, 2011

[Itır Mogultay]

Degerli Liste Uyeleri;

Yeditepe Universitesi Matematik Bolumu Seminerleri kapsaminda 17 Haziran Cuma gunu Dr. "Sezgin Sezer" konusmaci olacaktir.  Konusma ile ilgili detayli bilgi asagidadir:

Gun: 17 Haziran, Cuma, 2pm-3pm.
Yer: Yeditepe Universitesi Matematik Bolumu Seminer Odasi.
Konusmaci: Sezgin Sezer

Baslik ve ozet:

"P-Groups":

Say that the fnite group G satisfies property (P) if every two cyclic subgroups
of G of the same prime-power order are conjugate in G. This class of groups
has the property that is closed under homomorphic images. If G is nonsolvable,
then it has at most one nonabelian composition factor and moreover this factor
is simple. Classification of Finite Simple Groups gives what the possible simple
factors are such as some PSL(2; q)'s, PSL(3; 4), PSL(3; 8), the four sporadic
simple groups J1;M11;M22;M23 and the Suzuki simple groups Sz (q). The case
of interest then occurs when G satis es (P) where G is solvable. We are able
to show, among other things, that G is necessarily being of derived length 4 by
using the Huppert's classification of solvable 2-transitive permutation groups.

Saygilarimla;
ITIR MOGULTAY.

___________________________________________________________________________

Dear Group Members;

On June 17th, 2011, our seminar speaker at the Department of Mathematics, Yeditepe University,  will be  Dr. " Sezgin Sezer" . The title and the abstract of his talk are given below:

Date: June 17, 2pm-3pm
Place: Seminar room, Department of Mathematics, Yeditepe University
Speaker: Sezgin Sezer

Title and abstract:

"P-Groups":

Say that the fnite group G satisfies property (P) if every two cyclic subgroups
of G of the same prime-power order are conjugate in G. This class of groups
has the property that is closed under homomorphic images. If G is nonsolvable,
then it has at most one nonabelian composition factor and moreover this factor
is simple. Classification of Finite Simple Groups gives what the possible simple
factors are such as some PSL(2; q)'s, PSL(3; 4), PSL(3; 8), the four sporadic
simple groups J1;M11;M22;M23 and the Suzuki simple groups Sz (q). The case
of interest then occurs when G satis es (P) where G is solvable. We are able
to show, among other things, that G is necessarily being of derived length 4 by
using the Huppert's classification of solvable 2-transitive permutation groups.

Sincerely;
ITIR MOGULTAY.

___________________________________________________

Itır Mogultay
Assistant Professor
Department of Mathematics
Yeditepe University, Turkey

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