On Artin Cokernel of The Group Q2m×D3 when m is an Odd Number

The main purpose of this book is to find Artin's character table Ar(Q2m× D3) when m is an odd number and finding the cyclic decomposition of Artin cokernel AC(Q2m× D3) when m is an odd number. We found that if m = p_1^( _1 ). p_2^( _2 ). ... . p_n^( _n ) where p_1, p_2,..., p_n are distinct primes numbers and _1, _2,..., _n are positive integers and p_i 2 for all 1 i n then:AC (Q2m × D3) = - (2( _1 + 1)( _2 + 1)...( _n + 1)2@ C_4@i = 1) + - (4( _1 + 1)( _2 + 1)...( _n + 1)1@ C_2@i = 1)

About the author

Prof. Nesir Rasool Mahmood : Masters from the University of Technology, Baghdad, Iraq.  Workplace, University of Kufa, Head of the Mathematics Department at the College of Education.

Product details

• Authors: Nabaa Hassoon Jaber, Nesir Rasool Mahmood
• Publisher: Scholar's Press
• Languages: English
• Product format: Paperback / Softback
• Released: 06.10.2020
• EAN: 9786138939368
• ISBN: 9786138939368
• No. of pages: 112
• Subject: Natural sciences, medicine, IT, technology > Mathematics