Menahem Max Schiffer: Selected Papers Volume 1

Table of Contents

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   Book Overview
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   Chapter 1 Recollections of Menahem Max Schiffer
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   Chapter 2 Memories of Menahem Schiffer
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   Chapter 3 Working with Max Schiffer
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   Chapter 4 Memories of Max Schiffer
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   Chapter 5 Some Reminiscences of My Thesis Advisor, Max Schiffer
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   Chapter 6 Max Schiffer and the Technion
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   Chapter 7 M. M. Schiffer, Explorer
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   Chapter 8 [1] Ein neuer Beweis des Endlichkeitssatzes für Orthogonalin-varianten
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    Chapter 9 [2] Sur un principe nouveau pour l’évaluation des fonctions holomorphes
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    Chapter 10 [4] Sur un problème d’extrémum de la représentation conforme
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    Chapter 11 [5] A method of variation within the family of simple functions
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    Chapter 12 [6] On the coefficients of simple functions
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    Chapter 13 [8] Sur un théorème de la représentation conforme
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    Chapter 14 [10] Sur la variation de la fonction de Green de domaines plans quelconques
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    Chapter 15 [11] Sur la variation du diamètre transfini
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    Chapter 16 [13] Variation of the Green function and theory of the p -valued functions
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    Chapter 17 [14] The span of multiply connected domains
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    Chapter 18 [16] Sur l’équation différentielle de M. Löwner
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    Chapter 19 [17] Hadamard’s formula and variation of domain-functions
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    Chapter 20 [19] The kernel function of an orthonormal system
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    Chapter 21 [20] (with S. Bergman) A representation of Green’s and Neumann’s functions in the theory of partial differential equations of second order
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    Chapter 22 [23] (with S. Bergman) Kernel functions in the theory of partial differential equations of elliptic type
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    Chapter 23 [25] Faber polynomials in the theory of univalent functions
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    Chapter 24 [26] (with P. R. Garabedian) Identities in the theory of conformal mapping
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    Chapter 25 [28] (with A. C. Schaeffer and D. C. Spencer) The coefficient regions of schlicht functions
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    Chapter 26 [29] (with P. R. Garabedian) On existence theorems of potential theory and conformal mapping
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    Chapter 27 [35] (with S. Bergman) Kernel functions and conformal mapping
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    Chapter 28 [40] Variational methods in the theory of conformal mapping
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    Chapter 29 [44] (with P. R. Garabedian and H. Lewy) Axially symmetric cavitational flow
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    Chapter 30 [54] Variation of domain functionals
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    Chapter 31 [59] (with P. R. Garabedian) A coefficient inequality for schlicht functions