COMPOSITION OPERATORS ON WEAK VECTOR VALUED WEIGHTED DIRICHLET TYPE SPACES

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Nasresfahani Sepideh; Vaezi Hamid

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Seminar Paper

Paper Information

Seminar: ANNUAL IRANIAN MATHEMATICS CONFERENCE
Year:2015 | Issue:46

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Title

COMPOSITION OPERATORS ON WEAK VECTOR VALUED WEIGHTED DIRICHLET TYPE SPACES

Author(s)

Nasresfahani Sepideh | Vaezi Hamid | Issue Writer Certificate

Keywords

COMPOSITION OPERATOR

CARLESON MEASURE

COMPACT CARLESON MEASURE

WEAK VECTOR VALUED WEIGHTED DIRICHLET TYPE SPACE

Abstract

IN THIS ARTICLE WE INVESTIGATE THE COMPOSITION OPERATOR CF ON WEAK VECTOR VALUED WEIGHTED DIRICHLET TYPE SPACES WDP V(X) FOR BANACH SPACE X AND 1£ P£2. THIS OPERATOR IS BOUNDED (COMPACT) ON THOSE SPACES IF THE RELATED MEASUREΜP, V IS A (COMPACT) CARLESON. ALSO IF CF IS BOUNDED (COMPACT) ON WDP V(X), THEN THE SAME BEHAVIOR HOLDS ON WDQV (X) FOR 1£Q<P.

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APA: Copy

Nasresfahani, Sepideh, & Vaezi, Hamid. (2015). COMPOSITION OPERATORS ON WEAK VECTOR VALUED WEIGHTED DIRICHLET TYPE SPACES. ANNUAL IRANIAN MATHEMATICS CONFERENCE. SID. https://sid.ir/paper/921095/en

Vancouver: Copy

Nasresfahani Sepideh, Vaezi Hamid. COMPOSITION OPERATORS ON WEAK VECTOR VALUED WEIGHTED DIRICHLET TYPE SPACES. 2015. Available from: https://sid.ir/paper/921095/en

IEEE: Copy

Sepideh Nasresfahani, and Hamid Vaezi, “COMPOSITION OPERATORS ON WEAK VECTOR VALUED WEIGHTED DIRICHLET TYPE SPACES,” presented at the ANNUAL IRANIAN MATHEMATICS CONFERENCE. 2015, [Online]. Available: https://sid.ir/paper/921095/en

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