Function Theory in the Unit Ball of Cn
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- Type
- book
- Published
- 1980-12-09
- Cited by
- 2,517
- References
- 0
- OpenAlex
- https://openalex.org/W1988646993
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- https://api.semanticscholar.org/CorpusID:119404687
Keywords
Mathematics, Holomorphic function, Pure mathematics, Unit sphere, Ball (mathematics)
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Cited by
- ON SOME PROPERTIES OF HOLOMORPHIC SPACES BASED ON BERGMAN METRIC BALL AND LUZIN AREA OPERATOR
- Norms of Multipliers and Best Approximations of Holomorphic Functions of Many Variables
- On q-Carleson Measures for Spaces of M-Harmonic Functions
- Toeplitz operators on generalized Bergman-Hardy spaces
- Brownian Martingales and Some New Results on Interpolation of Hardy Spaces
- Positive Toeplitz Operators Between the Harmonic Bergman Spaces
- On representations generated by polynomially bounded n-tuples of commuting operators.
- ON SOME NEW EMBEDDING THEOREMS FOR SOME ANALYTIC CLASSES IN THE UNIT BALL
- Smoothness of Subharmonic Functions and Potentials of the Bergman Metric in the Unit Ball
- Regular structures of lines in complex spaces
- Uniqueness Theorems for Periodic (in Mean) Functions on Quaternion Hyperbolic Space
- Regular Unitarily Invariant Spaces on the Complex Sphere
- Compact composition operators on Bergman spaces of the unit ball
- Some topics concerning analysis on metric spaces and semigroups of operators
- L^p-norm of the transform of Berezin
- The Fock space and related Bergman type integral operators
- The equivalent norms of F(p,q,s) space in Cn
- On a class of @-equations without solutions
- Note on commuting toeplitz operators on the pluriharmonic bergman space
- Remarks on variational problems for Fefferman's measure
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