WEAK ALMOST PERIODICITY AND UNIFORM CONTINUITY ON A LOCALLY COMPACT QUANTUM GROUP

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Faal R.; EBRAHIMI VISHKI H.R.

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Seminar Paper

Paper Information

Seminar: SEMINAR ON HARMONIC ANALYSIS AND APPLICATIONS
Year:2017 | Issue:5

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Information Seminar Paper

Title

WEAK ALMOST PERIODICITY AND UNIFORM CONTINUITY ON A LOCALLY COMPACT QUANTUM GROUP

Author(s)

Faal R. | EBRAHIMI VISHKI H.R.

Keywords

LOCALLY COMPACT QUANTUM GROUP

COAMENABLE

(WEAK) ALMOST PERIODICITY

LEFT UNIFORM CONTINUITY

Abstract

FIRST WE PRESENT SOME USEFUL CHARACTERIZATIONS FOR THE FUNCTION SPACES AP (G), WAP (G) AND LUC (G) ON A LOCALLY COMPACT QUANTUM GROUP G AND THEN WE STUDY SOME CONDITIONS UNDER WHICH AP (G) AND WAP (G) ARE C*-ALGEBRAS. WE ALSO INVESTIGATE THE EQUALITY LUC (G) =WAP (G).

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APA: Copy

Faal, R., & EBRAHIMI VISHKI, H.R.. (2017). WEAK ALMOST PERIODICITY AND UNIFORM CONTINUITY ON A LOCALLY COMPACT QUANTUM GROUP. SEMINAR ON HARMONIC ANALYSIS AND APPLICATIONS. SID. https://sid.ir/paper/940050/en

Vancouver: Copy

Faal R., EBRAHIMI VISHKI H.R.. WEAK ALMOST PERIODICITY AND UNIFORM CONTINUITY ON A LOCALLY COMPACT QUANTUM GROUP. 2017. Available from: https://sid.ir/paper/940050/en

IEEE: Copy

R. Faal, and H.R. EBRAHIMI VISHKI, “WEAK ALMOST PERIODICITY AND UNIFORM CONTINUITY ON A LOCALLY COMPACT QUANTUM GROUP,” presented at the SEMINAR ON HARMONIC ANALYSIS AND APPLICATIONS. 2017, [Online]. Available: https://sid.ir/paper/940050/en

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