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Currently displaying 1 – 8 of 8

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Radial segments and conformal mapping of an annulus onto domains bounded by a circle and a k-circle

Tetsuo Inoue — 1992

Annales Polonici Mathematici

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 $l (φ_{1}) + l (φ_{2})$ for fixed $φ_{1}$ and $φ_{2}$ $(0 \leq φ_{1} \leq φ_{2} \leq 2 π)$ .

Uniform convergence of numerical conformal mappings of interior domains in the charge simulation method.

Inoue, Tetsuo — 2000

International Journal of Mathematics and Mathematical Sciences

Mathematical approach and numerical analysis to the fundamental solutions method of Dirichlet problem.

Inoue, Tetsuo — 1999

International Journal of Mathematics and Mathematical Sciences

Some properties of weighted hyperbolic polynomials.

Inoue, Tetsuo — 1996

International Journal of Mathematics and Mathematical Sciences

Theoretical consideration of charge simulation method for numerical conformal mappings in a ring domain.

Inoue, Tetsuo — 1998

International Journal of Mathematics and Mathematical Sciences

Covering of radial segments for domains bounded by $k$ -circles.

Inoue, Tetsuo — 1991

International Journal of Mathematics and Mathematical Sciences

Experiment on numerical conformal mapping of unbounded multiply connected domain in fundamental solutions method.

Inoue, Tetsuo; Kuhara, Hideo; Amano, Kaname; Okano, Dai — 2001

International Journal of Mathematics and Mathematical Sciences

Theoretical scheme on numerical conformal mapping of unbounded multiply connected domain by fundamental solutions method.

Inoue, Tetsuo; Kuhara, Hideo; Amano, Kaname; Okano, Dai — 2000

International Journal of Mathematics and Mathematical Sciences

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