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Über einige Schlitztheoreme der konformen AbbildungRengel, Ewald, January 1933 (has links)
Thesis (doctoral)--Friedrich-Wilhelms-Universität zu Berlin, 1933. / Sonderabdruck aus den "Schriften des Mathematischen Seminars und des Instituts für angewandte Mathematik der Universität Berlin, Band 1"--T.p. verso. Vita. Includes bibliographical references.
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Univalence and Neharis̓ criterionSchauer, Rita T. January 1975 (has links)
Thesis (M.A.)--Kutztown State College, 1975. / Source: Masters Abstracts International, Volume: 45-06, page: 3173. Typescript. Abstract precedes thesis as [2] preliminary leaves. Includes bibliographical records (leaves 56-58).
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"Funções e polinômios univalentes: algumas propriedades e aplicações" / Univalent functions and polynomials: some properties and applicationsBertoni, Vanessa 31 July 2006 (has links)
O objetivo principal deste trabalho é o estudo das funções univalentes e de suas propriedades. Este estudo é direcionado principalmente aos polinômios univalentes e à investigação de prolemas extremos envolvendo seus coeficientes, seus zeros e suas propriedades geométricas. Encontramos uma relação interessante entre os polinômios univalentes e os polinômios univalentes definida por Suffridge. Geramos várias funções univalentes estreladas e convexas através de suas propriedades geométricas e da localização de seus zeros. / The main aim of this work is the study of univalent functions and their properties. This study is focused speciall on the univalent polynomials and theinvestigation of extremal problems involving their coefficients, zeros and geometric properties. We find a very ineresting relation between univalent polynomials through a class of univalent starlike and convex functions involving their geometric properties and the location of their zeros.
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"Funções e polinômios univalentes: algumas propriedades e aplicações" / Univalent functions and polynomials: some properties and applicationsVanessa Bertoni 31 July 2006 (has links)
O objetivo principal deste trabalho é o estudo das funções univalentes e de suas propriedades. Este estudo é direcionado principalmente aos polinômios univalentes e à investigação de prolemas extremos envolvendo seus coeficientes, seus zeros e suas propriedades geométricas. Encontramos uma relação interessante entre os polinômios univalentes e os polinômios univalentes definida por Suffridge. Geramos várias funções univalentes estreladas e convexas através de suas propriedades geométricas e da localização de seus zeros. / The main aim of this work is the study of univalent functions and their properties. This study is focused speciall on the univalent polynomials and theinvestigation of extremal problems involving their coefficients, zeros and geometric properties. We find a very ineresting relation between univalent polynomials through a class of univalent starlike and convex functions involving their geometric properties and the location of their zeros.
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Bergman space methods and integral means spectra of univalent functionsSola, Alan January 2007 (has links)
We study universal integral means spectra of certain classes of univalent functions defined on subsets of the complex plane. After reformulating the definition of the integral means spectrum of a univalent function in terms of membership in weighted Bergman spaces, we describe the Hilbert space techniques that can be used to estimate universal means spectra from above. Finally, we show that the method of norm expansion used in that context can be applied in a more general setting to reproducing kernel spaces in order to explicitly compute kernel functions. / <p>QC 20101117</p>
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Bergman space methods and integral means spectra of univalent functionsSola, Alan January 2007 (has links)
<p>We study universal integral means spectra of certain classes of univalent functions defined on subsets of the complex plane. After reformulating the definition of the integral means spectrum of a univalent function in terms of membership in weighted Bergman spaces, we describe the Hilbert space techniques that can be used to estimate universal means spectra from above. Finally, we show that the method of norm expansion used in that context can be applied in a more general setting to reproducing kernel spaces in order to explicitly compute kernel functions.</p>
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The Lie symmetries of a few classes of harmonic functions /Petersen, Willis L., January 2005 (has links) (PDF)
Thesis (M.S.)--Brigham Young University. Dept. of Mathematics, 2005. / Includes bibliographical references (leaves 112-113).
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