Bounded Analytic Functions
By J. Garnett. 2006
1,152 citations recorded by the source corpus.
Subfields: Applied Mathematics, Computational Theory and Mathematics, Geometry and Topology
View Paper: https://www.semanticscholar.org/paper/54c9281bbdb4c80700cff2c66cbd7f23f4e980d0
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Applied Mathematics
- S. Hofmann
- J. M. Martell
- Svitlana Mayboroda
- Brett D. Wick
- Dachun Yang
- Tuomas Hytönen
- Mihalis Mourgoglou
- Jennifer Moorhouse
In Computational Theory and Mathematics
- J. M. Martell
- Jennifer Moorhouse
- Svitlana Mayboroda
- S. Hofmann
- Tao Qian
- Eric T. Sawyer
- Brett D. Wick
- Șerban Costea
In Geometry and Topology
- Jennifer Moorhouse
- Brett D. Wick
- S. Hofmann
- J. M. Martell
- Tao Qian
- Takuya Hosokawa
- Eric T. Sawyer
- J. A. Pel'aez
Citations in the corpus
- INTEGRABILITY OF THE DERIVATIVE OF A BLASCHKE PRODUCT (2007, background): “Even though it is almost 50 years old and is mentioned in [11] and listed as an exercise in [17], it does not seem to be widely used.”
- The corona theorem for the Drury–Arveson Hardy space and other holomorphic Besov–Sobolev spaces on the unit ball in $\C^n$ (2008, methodology): “ter, Ho¨rmander noted a connection between the corona problem and the Koszul complex, and in the late 1970’s Tom Wolff gave a simplified proof using the theory of the ∂equation and Green’s theorem (see [10]). This proof has since served as a model for proving corona type theorems for other Banach alge”
- A sharper uncertainty principle (2013, background): “For an introduction to these spaces see [13].”
- Operator Theory and Function Theory in Drury–Arveson Space and Its Quotients (2013, neutral): “Since the only function that is orthogonal to all the kernel function kw is the zero function, span{kw : w∈Bd}is dense in H2 d. When d= 1, H2 d = H 2(D) is the usual Hardy space on the unit disc (see [71] for a thorough treatment of H2(D)). 3.3. The multiplier algebra of H2 d . As every Hilbert func”
- Topological Structure of the Space of Weighted Composition Operators on H∞ (2005, background): “See [5] for the study of the space M(H∞).”