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Paper Information

Title: 

CENTRAL AUTOMORPHISMS OF SEMIDIRECT PRODUCT OF FINITE GROUPS

Type: PAPER
Author(s): MOOSAVI H.,SHOMALI A.
 
 
 
Name of Seminar: IRANIAN ALGEBRA SEMINAR
Type of Seminar:  CONFERENCE
Sponsor:  TARBIAT MOALLEM UNIVERSITY, FACULTY OF MATHEMATICAL SCIENCES AND COMPUTER
Date:  2009Volume 20
 
 
Abstract: 

IN THIS PAPER WE FIND THE ORDER AND STRUCTURE OF AUTC(G) FOR G = K H BY IMPOSING SOME CONDITIONS ON H AND K. AS A RESULT, WE SHOW THAT IF M IS A NON-NORMAL MAXIMAL SUBGROUP OF A SOLVABLE GROUP G, SUCH THAT ALL CENTRAL AUTOMORPHISMS OF G FIX COREG(M) POINTWISE, THEN AUTC(G), IS META-ABELIAN.

 
Keyword(s): CENTRAL AUTOMORPHISM, SOLVABLE GROUP, SEMIDIRECT GROUP
 
 
Yearly Visit 19   pdf-file
 
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