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Univalent conformal mappings onto polygonal domains with countable set of vertices by generalized Christoffel–Schwarz integral-plane onto a polygonal domain, which generalizes the Schwarz–Christoffel equation. It is obtained by terms
On a certain functional equation and its application to the Schwarz problemThe Schwarz problem for J-analytic functions in an ellipse is considered. In this case, the matrix
The Schwarz problem for Douglis analytic functionsThis paper considers the Schwarz problem that consists in finding a J-analytic function by its real
Conformal mappings of stretched polyominoes onto half-plane-pentomino and the L-tetromino. The proofs are based on the Riemann–Schwarz reflection principle and uniformization
An analogue of the Schwarz problem for the Moisil–Teodorescu system in a multiply connected domainAn analogue of the Schwarz problem for the Moisil–Teodorescu system is considered in a multiply
Conformal mappings of circular domains on finitely-connected non-smirnov type domainsSchwarz operator
Schwarz problem for first-order elliptic systems on the planeWe consider the Schwarz problem for J-analytic functions for the case in which the Jordan basis Q
Versions of the schwarz lemma for domain moments and the torsional rigidityThemain result of this paper is analogues of the Schwarz lemma for the torsional rigidity
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