%0 Journal Article
%T Weak pre-orthogonal adaptive Fourier decomposition in Bergman spaces of pseudoconvex domains
%A Wu, Hio Tong
%A Leong, Ieng Tak
%A Qian, Tao
%K 32A25
%K 32A36
%K 32T15
%K 46E20
%K 46E22
%K Bergman kernel
%K Bergman space
%K boundary vanishing property
%K pseudoconvex domain
%K weak maximal selection principle
%K weak pre-orthogonal adaptive Fourier decomposition
%X We study a weak greedy type algorithm called the weak pre-orthogonal adaptive Fourier decomposition (WPOAFD) for the Bergman space (Formula presented.) on a bounded pseudoconvex domain Ω with smooth boundary. We show that any function (Formula presented.) can be approximated by linear combinations of kernel functions in weak greedy sense.
%8 2021
%D 2021
%J Complex Variables and Elliptic Equations
%@ 1747-6933
%U https://repository.um.edu.mo/handle/10692/96300
%W UM