DUYỆT THEO

HỒ SƠ TÁC GIẢ

Tìm kiếm theo: Tác giả Daniel, Girela

Duyệt theo: 0-9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
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Kết quả [1 - 1] / 1
    • Operators Induced by Radial Measures Acting on the Dirichlet Space
    Tác giả : Petros, Galanopoulos; Daniel, Girela; Alejandro, Mas;  Người hướng dẫn: -;  Đồng tác giả: - (2023)

    These are natural generalizations of the classical Hilbert and Cesàro operators. A good amount of work has been devoted recently to study the action of these operators on distinct spaces of analytic functions in D . In this paper we study the action of the operators Hμ and Cμ on the Dirichlet space D and, more generally, on the analytic Besov spaces Bp (1≤p<∞).