...- Invarianten bei verallgemeinerten Carlesonmengen.
517.53
A characterization of lines among Lipschitz graphs.
A characterization of the complex affine line.
A conservative finite difference scheme for static diffusion equation.
A Contribution to Best Approximation in the l2 - Norm
A convergence theory of some methods of integration.
A counterexample to the Γ-interpolation conjecture
Agler, Lykova and Young introduced a sequence , where ν ≥ 0, of necessary conditions for the solvability of the finite interpolation problem for analytic functions from the open unit disc into the symmetrized bidisc Γ. They conjectured that condition is necessary and sufficient for the solvability of an n-point interpolation problem. The aim of this article is to give a counterexample to that conjecture.
A distributional representation of strip analytic functions.
A fast algorithm for scalar Nevanlinna-Pick interpolation.
A functional equation arising from the Joukowski transformation
A general theory of integral transforms and its applications
A generalization of the residue formula.
A Modified Fast Fourier Transform for Polynomial Evaluation and the Jenkins-Traub Algorithm.
A note on integrals of the Cauchy type (Preliminary communication)
A note on regularly asymptotic points
A condition of Schmets and Valdivia for a boundary point of a domain in the complex plane to be regularly asymptotic is ameliorated.
A Note on the Pompeiu Problem for Convex Domains.
A note on the solvability of homogeneous Riemann boundary problem with infinity index
In this note we establish a necessary and sufficient condition for solvability of the homogeneous Riemann boundary problem with infinity index on a rectifiable open curve. The index of the problem we deal with considers the influence of the requirement of the solutions of the problem, the degree of non-smoothness of the curve at the endpoints as well as the behavior of the coefficient at these points.
A notion of extremal analytic discs related to interpolation in the ball.
A Pick function related to an inequality for the entropy function.