Classes of compact Hankel and little Hankel operators on weighted Bergman space for the disc
by Luk Wing Chung
THESIS
1998
M.Phil. Mathematics
vii, 27 leaves ; 30 cm
Abstract
Extending ideas of Bonsall, we consider Hankel and little Hankel operators on weighted Bergman spaces L2a defined by a symbol function zmg[non-spacing macron] where g [element of] L2a In this thesis, we established some conditions for the boundness and compactness of these operators and generalize some results of Bonsall.
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