Approximating poles of complex rational functions.
Approximations by the Cauchy-type integrals with piecewise linear densities
The paper is a contribution to the complex variable boundary element method, shortly CVBEM. It is focused on Jordan regions having piecewise regular boundaries without cusps. Dini continuous densities whose modulus of continuity satisfies are considered on these boundaries. Functions satisfying the Hölder condition of order , , belong to them. The statement that any Cauchy-type integral with such a density can be uniformly approximated by a Cauchy-type integral whose density is a piecewise...
Attractive Cycles in the Iteration of Meromorphic Functions.
Bestimmung von Näherungen für die konforme Abbildung mit Hilfe von stationären Punktsystemen.
Boundary integral equations of elasticity in domains with piecewise smooth boundaries
Brève communication. Utilisation en analyse numérique de la formule de variation d'Hadamard
Computing logarithmic capacity with linear programming.
Congruence of analytic functions modulo a polynomial
Convergence Proofs and Error Estimates for an Iterative Method for Conformal Mapping.
Ein numerisches Verfahren zur analytischen Fortsetzung.
Ermittlung des konformen Moduls von Vierecken mit Differenzenmethoden.
Error estimates for mixed methods
Error estimates for the assumed stresses hybrid methods in the approximation of 4th order elliptic equations
Estimating Errors of Numerical Approximation for Analytic Functions.
Experiment on numerical conformal mapping of unbounded multiply connected domain in fundamental solutions method.
Extraneous Fixed Points, Basin Boundaries and Chaotic Dynamics for Schröder and König Rational Iteration Functions.
Householder's Method for Complex Matrices and Eigensystems of Hermitian Matrices.
Internal finite element approximation in the dual variational method for the biharmonic problem
A conformal finite element method is investigated for a dual variational formulation of the biharmonic problem with mixed boundary conditions on domains with piecewise smooth curved boundary. Thus in the problem of elastic plate the bending moments are calculated directly. For the construction of finite elements a vector potential is used together with -elements. The convergence of the method is proved and an algorithm described.
Laguerre-like methods with corrections for the inclusion of polynomial zeros.
Lp estimates of boundary integral equations for some nonlinear boundary value problems.