Computational complexity. On the geometry of polynomials and a theory of cost. I
Concave functions, Blaschke products, and polygonal mappings.
Concave schlicht functions with bounded opening angle at infinity.
Conditions for Carathéodory functions.
Conformal and quasiconformal mappings of close multiply-connected domains.
Conformal dimension and Gromov hyperbolic groups with 2-sphere boundary.
Conformal invariants in the punctured unit disk.
Conformal mapping and inverse conductivity problem with one measurement
This work deals with a two-dimensional inverse problem in the field of tomography. The geometry of an unknown inclusion has to be reconstructed from boundary measurements. In this paper, we extend previous results of R. Kress and his coauthors: the leading idea is to use the conformal mapping function as unknown. We establish an integrodifferential equation that the trace of the Riemann map solves. We write it as a fixed point equation and give conditions for contraction. We conclude with a series...
Conformal Mapping by the Method of Alternating Projections.
Conformal Mapping of Riemann Surfaces and the Classical Theory of Univalent Functions
Conformal mapping of the domain bounded by a circular polygon with zero angles onto the unit disc
The conformal mapping ω(z) of a domain D onto the unit disc must satisfy the condition |ω(t)| = 1 on ∂D, the boundary of D. The last condition can be considered as a Dirichlet problem for the domain D. In the present paper this problem is reduced to a system of functional equations when ∂D is a circular polygon with zero angles. The mapping is given in terms of a Poincaré series.
Conformal mapping of the halfplane onto a strip with variable width
Conformal mappings and the Plateau-Douglas problem in Riemannian manifolds.
Conformal Mappings onto Prescribed Regions via Optimization Techniques.
Conformal martingales and analytic functions.
Conformal restriction and related questions.
Conformal welding of Jordan curves using weighted Dirichlet spaces.
Conformal welding of rectifiable curves.
Conformality and semi-conformatilty at the boundary.
Conformally invariant variational integrals and the removability of isolated singularities.