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Currently displaying 1 – 7 of 7

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Distinguished boundary sets in the theory of functions of two complex variables

Bergman, S. — 1962

General Topology and its Relations to Modern Analysis and Algebra

Potential-theoretic methods in the theory of functions of two complex variables

S. Bergman; M. Schiffer — 1952

Compositio Mathematica

Application of the method of the kernel function for solving boundary-value problems.

S. BERGMAN; J.G. HERRIOT — 1961

Numerische Mathematik

Numerical Solution of Boundary-Value Problems by the Method of Integral Operators.

S. BERGMAN; J.G. HERRIOT — 1965

Numerische Mathematik

Computation of a Class of Subsonic Flow Patterns.

S. BERGMAN; J.G. HERRIOT — 1971

Numerische Mathematik

Kernel functions and conformal mapping

S. Bergman; M. Schiffer — 1951

Compositio Mathematica

Kazimierz Zarankiewicz (2.V.1902 - 5.IX.1959)

S. Bergman; R. Duda; B. Knaster; Jan Mycielski; A. Schinzel — 1964

Colloquium Mathematicum

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