Title of article
Fibonacci Length of an Efficiently Presented Metabelian p-Group
Author/Authors
Ahmadidellr, K. islamic azad university - Department of Mathematics, تبريز, ايران , Doostte, H. islamic azad university - Department of Mathematics, ايران , Maghasedi, M. islamic azad university - Department of Mathematics, ايران
From page
87
To page
99
Abstract
For every integer n =1 and every odd prime p, an efficient presentation is given for the wreath product ZpζZp^n which, is of nilpotency class (p - l)n+1. Moreover,the Fibonacci length is proved to be 8 x 3n when p = 3, and in general, k(p) x v,where k(p) is the period of Fibonacci length modulo p (the Wall number of p).
Keywords
Presentation of groups , Efficient presentation , Schur multiplier , Fibonacci length.
Journal title
Mathematical Sciences
Journal title
Mathematical Sciences
Record number
2568892
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