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On Zg-Clean Rings
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نویسنده
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Farmani Marzieh
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منبع
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Journal Of Algebraic Structures And Their Applications - 2021 - دوره : 8 - شماره : 1 - صفحه:25 -40
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چکیده
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Let r be an associative ring with unity. an element x ∈ r is called zg-clean if x = e + r, where e is an idempotent and r is a zg-regular element in r. a ring r is called zg-clean if every element of r is zg-clean. in this paper, we show that in an abelian zgregular ring r, the nil(r) is a two-sided ideal of r and r/ nil(r) is g-regular. furthermore,we characterize zg-clean rings. also, this paper is involved with investigating f2c2 as a social group and measuring influence a member of it’s rather than others.
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کلیدواژه
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Social Group ,Strongly Zg-Regular ,Von Neumann Regular ,Zg-Clean ,Zg-Regular
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آدرس
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Islamic Azad University, Roudehen Branch, Department Of Mathematics, Iran
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پست الکترونیکی
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mino.farmani@riau.ac.ir
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Authors
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