Uniform convergence of numerical conformal mappings of interior domains in the charge simulation method.
Mathematical approach and numerical analysis to the fundamental solutions method of Dirichlet problem.
Some properties of weighted hyperbolic polynomials.
Theoretical consideration of charge simulation method for numerical conformal mappings in a ring domain.
Covering of radial segments for domains bounded by -circles.
Radial segments and conformal mapping of an annulus onto domains bounded by a circle and a k-circle
Let f(z) be a conformal mapping of an annulus A(R) = 1 < |z| < R and let f(A(R)) be a ring domain bounded by a circle and a k-circle. If R(φ) = w : arg w = φ, and l(φ) - 1 is the linear measure of f(A(R)) ∩ R(φ), then we determine the sharp lower bound of for fixed and .
Experiment on numerical conformal mapping of unbounded multiply connected domain in fundamental solutions method.
Theoretical scheme on numerical conformal mapping of unbounded multiply connected domain by fundamental solutions method.
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