HYPERGROUP STRUCTURES WITH REGULAR MULTIPLICATIONS

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LAALI J.

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Paper Information

Journal: JOURNAL OF SCIENCE (KHARAZMI UNIVERSITY) Year:2001 | Volume:1 | Issue:1 Page(s): 7-17

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Information Journal Paper

Title

HYPERGROUP STRUCTURES WITH REGULAR MULTIPLICATIONS

Author(s)

LAALI J. | Issue Writer Certificate

Keywords

ARENS PRODUCTQ4

HYPERGROUP MEASURE ALGEBRAQ4

SECOND DUAL ALGEBRAQ4

Abstract

In Banach algebras, the group algebra L (G) is Arens regular if and only if G is finite. In this paper, the researcher has obtained a hypergroup structure (in the sense of Dunkl) whose measure algebra has regular multiplication. The most interesting result was that if L(X) is Arens regular then the convolution is Arens regular as a bilinear map. The condition obtained gives regularity of multiplication in the hypergroup which X is not finite.

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APA: Copy

LAALI, J.. (2001). HYPERGROUP STRUCTURES WITH REGULAR MULTIPLICATIONS. JOURNAL OF SCIENCE (KHARAZMI UNIVERSITY), 1(1), 7-17. SID. https://sid.ir/paper/44108/en

Vancouver: Copy

LAALI J.. HYPERGROUP STRUCTURES WITH REGULAR MULTIPLICATIONS. JOURNAL OF SCIENCE (KHARAZMI UNIVERSITY)[Internet]. 2001;1(1):7-17. Available from: https://sid.ir/paper/44108/en

IEEE: Copy

J. LAALI, “HYPERGROUP STRUCTURES WITH REGULAR MULTIPLICATIONS,” JOURNAL OF SCIENCE (KHARAZMI UNIVERSITY), vol. 1, no. 1, pp. 7–17, 2001, [Online]. Available: https://sid.ir/paper/44108/en

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