Paper Information

Title: 

SOME NOTES ON POLYNILPOTENT MULTIPLIERS OF P-GROUPS

Type: PAPER
Author(s): MOHAMMADIZADEH F.*,MASHAYEKHI B.
 
 *DEPARTMENT OF MATHEMATICS, CENTER OF EXCELLENCE IN ANALYSIS ON ALGEBRAIC STRUCTURES, FERDOWSI UNIVERSITY OF MASHHAD, MASHHAD, IRAN
 
Name of Seminar: SEMINAR ON ALGEBRA (SALG20)
Type of Seminar:  CONFERENCE
Sponsor:  TARBIAT MOALLEM UNIVERSITY, FACULTY OF MATHEMATICAL SCIENCES AND COMPUTER
Date:  2009Volume 20
 
 
Abstract: 

This talk, we show that if G= Zpa1 n * Zpa2 n * … n * Zpa2t is  the nth nilpotent product of some cyclic p-groups, where  c1 ³ n,a1 ³  a2 ³ ³ at and (q, p)=1 for all prime q less than or equal to n, then |Nc1, c2, ..., cs M(G)|= pdm if and only if G=Zpn* Zpn* … n*Zp, where m =Sti=1ai and dm=Xcs+1 … (Xc2+1 (Snj Xc1+j (m) …).

 
Keyword(s): LIE ALGEBRA, ENGEL GROUP
 
Yearly Visit 4   pdf-file tarjomyar
 
Latest on Blog
Enter SID Blog