First, we give the structure of certain weakly periodic rings. We prove that a weakly periodic ring R having the property that for all elements x. y in R there exist a word wx y(x, y) and a positive integer k = k(x, y) such that w[x, y]̂ - 0, must be peri
Description:
Thesis (M.S.)-- American University of Beirut. Department of Mathematics, 2000.;"Advisor: Hazar Abu Khuzam, Associate Professor, Mathematics--Member of Committee: Azmi Hanna, Professor, Mathematics--Member of Committee: Abdullah Lyzzaik, Professor, Mathe
