Document Details

Document Type : Article In Journal 
Document Title :
On commutativity of rings involving certain polynomial constraints
على تبديليه من الحلقات التي تنطوي على قيود معينة متعدد الحدود
 
Subject : On commutativity of rings involving certain polynomial constraints 
Document Language : English 
Abstract : Let m greater than or equal to 0 and n > 1 be fixed integers. Let R be a ring with unity 1 satisfying the condition that, for every y in R, there exist polynomials f(x) epsilon X(2)Z[X] and g(X), h(X) epsilon Z[X] depending on y such that x(m)[x(n),y] = g(y)[x, f(y)]h(y) for all a in R. The main result of the present paper asserts that R is commutative if R has the property Q(n), i.e., for all x,y in R, n[a,y] = 9 implies [x,y] = 0. 
ISSN : 1319-1047 
Journal Name : Engineering Sciences Journal 
Volume : 41 
Issue Number : 8 
Publishing Year : 1427 AH
2007 AD 
Article Type : Article 
Added Date : Sunday, February 20, 2011 

Researchers

Researcher Name (Arabic)Researcher Name (English)Researcher TypeDr GradeEmail
ناصر الكنانيalkenany, nasser ResearcherDoctorate 

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