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LITTLE HANKEL OPERATORS ON WEIGHTED BLOCH SPACES IN Cn
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 Title & Authors
LITTLE HANKEL OPERATORS ON WEIGHTED BLOCH SPACES IN Cn
Choi, Ki-Seong;
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 Abstract
Let B be the open unit ball in and (q > -1) the Lebesgue measure such that (B) = 1. Let be the subspace of consisting of analytic functions, and let be the subspace of ) consisting of conjugate analytic functions. Let be the orthogonal projection from into . The little Hankel operator is defined by ${h_{\varphi}}^{q}(\cdot)\;
 Keywords
Bergman space;little Hankel operator;weighted Bloch space;
 Language
English
 Cited by
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4.
ON DUALITY OF WEIGHTED BLOCH SPACES IN ${\mathbb{C}}^n$,;;

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5.
SOME RESULTS RELATED WITH POISSON-SZEG$\ddot{O}$ KERNEL AND BEREZIN TRANSFORM,;;

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6.
BLOCH-TYPE SPACE RELATED WITH NORMAL FUNCTION,;

충청수학회지, 2011. vol.24. 3, pp.533-541
7.
NOTES ON THE SPACE OF DIRICHLET TYPE AND WEIGHTED BESOV SPACE,;

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8.
TOEPLITZ TYPE OPERATOR IN ℂn,;

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1.
NOTES ON THE SPACE OF DIRICHLET TYPE AND WEIGHTED BESOV SPACE, Journal of the Chungcheng Mathematical Society, 2013, 26, 2, 393  crossref(new windwow)
2.
TOEPLITZ TYPE OPERATOR IN ℂn, Journal of the Chungcheong Mathematical Society, 2014, 27, 4, 697  crossref(new windwow)
3.
NOTES ON α-BLOCH SPACE AND Dp(μ), Journal of the Chungcheong Mathematical Society, 2012, 25, 3, 543  crossref(new windwow)
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