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This research focuses on the factorization of zero sets in specific weighted L^p classes of holomorphic functions.

Factorization and properties of zero sets for some weighted 𝐿𝑝 classes of holomorphic functions

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This research focuses on the factorization of zero sets in specific weighted L^p classes of holomorphic functions.
Examined different weighted L^p classes of holomorphic functions for zero set factorization.
Analyzed properties associated with these functions to understand factorization.
Utilized mathematical theories relevant to complex analysis.
Identified key factorization properties for the studied weighted L^p classes.
Demonstrated how these properties relate to the structure of zero sets in holomorphic functions.

Study explores factorization of weighted L^p classes of holomorphic functions, indicating important mathematical properties.

Factorization of weighted L p L^p classes of holomorphic functions is studied.

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F. Shamoyan (2026) studied this question.

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Study explores factorization of weighted L^p classes of holomorphic functions, indicating important mathematical properties.

Factorization of weighted L p L^p classes of holomorphic functions is studied.