Inner Functions and Boundary Values in H... (...) and A (...) in Smoothly Bounded Pseudoconvex Domains.
Internal characteristics of domains in ℂⁿ
This paper is devoted to internal capacity characteristics of a domain D ⊂ ℂⁿ, relative to a point a ∈ D, which have their origin in the notion of the conformal radius of a simply connected plane domain relative to a point. Our main goal is to study the internal Chebyshev constants and transfinite diameters for a domain D ⊂ ℂⁿ and its boundary ∂D relative to a point a ∈ D in the spirit of the author's article [Math. USSR-Sb. 25 (1975), 350-364], where similar characteristics have been investigated...
Intrinsic Lipschitz Classes on Manifolds with Applications to Complex Function Theory and Estimates for the ... and ... Equations.
Invariant metrics and peak functions on pseudoconvex domains of homogeneous finite diagonal type.