ALGEBRAIC STRUCTURE OF THE CLASS OF MULIPLICATIVELY CLOSED SETS

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REZAEI ALIABAD A.

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Paper Information

Journal: SHAHID CHAMRAN UNIVERSITY JOURNAL OF SCIENCE Year:2008 | Volume:NEW SERIES | Issue:18 (SECTION A) Page(s): 62-71

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Information Journal Paper

Title

ALGEBRAIC STRUCTURE OF THE CLASS OF MULIPLICATIVELY CLOSED SETS

Author(s)

REZAEI ALIABAD A. | Issue Writer Certificate

Keywords

MULTIPLICATIVELY CLOSED SETQ3

PRIME IDEALQ3

ANTI-MINIMAL PRIME IDEALQ3

BOOLEAN RINGQ3

SEMI LATTICEQ3

Abstract

The MULTIPLICATIVELY CLOSED SET is an important and useful concept in algebra. However, the class of these subsets of a ring has not been considered as an algebraic structure. In this paper, an algebraic structure on this class will be defined and the properties of this structure will be presented. In particular, we will study some conditions under which this algebraic structure becomes a copy of the BOOLEAN RING P(X).

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APA: Copy

REZAEI ALIABAD, A.. (2008). ALGEBRAIC STRUCTURE OF THE CLASS OF MULIPLICATIVELY CLOSED SETS. SHAHID CHAMRAN UNIVERSITY JOURNAL OF SCIENCE, NEW SERIES(18 (SECTION A)), 62-71. SID. https://sid.ir/paper/58050/en

Vancouver: Copy

REZAEI ALIABAD A.. ALGEBRAIC STRUCTURE OF THE CLASS OF MULIPLICATIVELY CLOSED SETS. SHAHID CHAMRAN UNIVERSITY JOURNAL OF SCIENCE[Internet]. 2008;NEW SERIES(18 (SECTION A)):62-71. Available from: https://sid.ir/paper/58050/en

IEEE: Copy

A. REZAEI ALIABAD, “ALGEBRAIC STRUCTURE OF THE CLASS OF MULIPLICATIVELY CLOSED SETS,” SHAHID CHAMRAN UNIVERSITY JOURNAL OF SCIENCE, vol. NEW SERIES, no. 18 (SECTION A), pp. 62–71, 2008, [Online]. Available: https://sid.ir/paper/58050/en

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