spaces in tubes and distributional boundary values
H² spaces of generalized half-planes
H² spaces of generalized half-planes
Hankel operators and weak factorization for Hardy-Orlicz spaces
We study the holomorphic Hardy-Orlicz spaces , where Ω is the unit ball or, more generally, a convex domain of finite type or a strictly pseudoconvex domain in ℂⁿ. The function Φ is in particular such that for some p > 0. We develop maximal characterizations, atomic and molecular decompositions. We then prove weak factorization theorems involving the space BMOA(Ω). As a consequence, we characterize those Hankel operators which are bounded from into ¹(Ω).
Hardy spaces and analytic continuation of Bergman spaces
Hardy spaces of analytic multifunctions.
Hölder and LP-Estimates for the ...-Equation in Some Convex Domains with Real-Analytic Boundary.
Holomorphic Approximation in Cm-Norms on Totally Real Compact Sets in Cn.
Holomorphic extension of generalizations of functions.
Holomorphic extension of generalizations of functions. II.
Holomorphic Sobolev spaces on the ball [Book]
Hp-theory on Euclidean space and the Dirac operator.