Global ETD Search
Search theses and dissertations gathered from participating repositories worldwide. Every result links back to the library that holds it. No account is needed.
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Showing 1 to 20 of 111 for “"Bergman"”.
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Conjugate operator on variable harmonic Bergman space
… classical methods in constant exponent Hardy and Bergman spaces and developing new ways for the modern variable exponent spaces, we will study the harmonic conjugate operator on variable exponent Bergman spaces and prove that the operator is bounded when the exponent has positive minimum and …
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Higher Rank Bergman Kernels on Compact Riemann Surfaces
… asymptotic expansion in powers of k of the Bergman kernel associated to the k-th symmetric product of h and omega.
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Closed-Range Composition Operators on Weighted Bergman Spaces and Applications
… Operator to be closed range on the weighted Bergman spaces. The function phi is an analytic self map of the unit disk and our results extend those previously intended for the classical Bergman space. We will also give applications. </p>
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A new computation of the Bergman kernel and related techniques
We introduce a technique for obtaining the Bergman kernel on certain Hartogs domains. To do so, we apply a differential operator to a known kernel function on a domain in lower dimensional space. We rediscover some known results and we obtain new explicit formulas. Using these formulas, we analyze …
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Bergman kernel and stability of holomorphic vector bundles with sections
… The proof uses the asymptotic expansion of the Bergman kernel for general holomorphic vector bundle and machineries about moment maps involving two group actions developed by Donaldson.
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Regularity of the Bergman Projection on Variants of the Hartogs Triangle
The Bergman projection is the orthogonal projection from the space of square integrable functions onto the space of square integrable holomorphic functions on a domain. Initially, the projection is defined on the L2 space, but its behavior on other function spaces, e.g. Lp, Sobolev and Holder …
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Ingmar Bergman and Jacques Tati: Pushing the boundaries between sound and silence
… aural sound design, have become entwined. Ingmar Bergman and Jacques Tati pushed the boundaries of the use of sound and silence in their film careers, forming a foundation for other directors’ and sound designers’ later work. A concern arises when modern artists make uninformed sound design …
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Compositions of crisis: Sound and silence in the films of Bergman and Tarkovsky
… examines seven films from the cinemas of Ingmar Bergman and Andrei Tarkovsky—Bergman’s The Seventh Seal (1957), Through a Glass Darkly (1961), Winter Light (1963), and The Silence (1963), and Tarkovsky’s Stalker (1979), Nostalghia (1983), and The Sacrifice (1986). These films were chosen as they …
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Compositions of crisis: Sound and silence in the films of Bergman and Tarkovsky
… examines seven films from the cinemas of Ingmar Bergman and Andrei Tarkovsky—Bergman’s The Seventh Seal (1957), Through a Glass Darkly (1961), Winter Light (1963), and The Silence (1963), and Tarkovsky’s Stalker (1979), Nostalghia (1983), and The Sacrifice (1986). These films were chosen as they …
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Derivada del operador de Hilbert actuando sobre el espacio de Bloch y espacios de Bergman
… el espacio de Bloch y sobre los espacios de Bergman.
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A class of weighted Bergman spaces, reducing subspaces for multiple weighted shifts, and dilatable operators
… Chapter 2 we will introduce a class of weighted Bergman spaces. We then will discuss some properties about the multiplication operator, Mz , on them. We also characterize the dual spaces of these weighted Bergman spaces. In Chapter 3 we will characterize the reducing subspaces of multiple …
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Semigroups of Composition Operators and the Cesaro Operator on H('p)(d) (Bergman Space, Infinitesimal Generator)
A semigroup T(,t) : t (GREATERTHEQ) 0 of composition operators on H('P)( ) arises as T(,t)(f) = f(CCIRC)(phi)(,t) where (phi)(,t) : t (GREATERTHEQ) 0 is a semigroup of analytic functions mapping the unit disk into itself. The infinitesimal
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Regularity of the D-bar-Neumann Operator, the Bergman Projection and the Canonical Solution Operator of D-bar-Equation
… operator, the canonical solution operator, the Bergman projection and the Hankel operator. Meanwhile, the study of these operators is deeply related to the regularity of the $\bar{\partial}$-problem. In this thesis, we focus on the regularity, compactness and boundedness of these operators.</p> …
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The performance-within, creative authenticity, and practical knowledge: linking theatre, film, and philosophy in the work of Ingmar Bergman
… in the films of Swedish director Ingmar Bergman (1918-2007). This analysis is practical, aesthetic, and historical. It considers how specific performances-within were devised and presented, the various functions of the performance-within in terms of aesthetic structure and affect, the …
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Diederich-Fornæss Index on Boundaries Containing Crescents
… that fails to satisfy global regularity of the Bergman Projection, due to the set of weakly pseudoconvex points that form an annulus in its boundary. We instead examine a bounded pseudoconvex domain Ω ⊂ C2 whose set of weakly pseudoconvex points form a crescent in its boundary. In 2019, …
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Operators on some analytic function spaces and their dyadic counterparts
… problem on the bitorus, boundedness of the Bergman projection and analytic Besov spaces in tube domains over symmetric cones. In part I of this thesis, we show how to generate Carleson measures from a class of weighted Carleson measures in the unit ball. The results are used to obtain …
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Kernels of adjoints of composition operators on Hilbert spaces of analytic functions
… spaces, in particular, the classical Hardy, Bergman, and Dirichlet spaces. In 2006, Cowen and Gallardo-Gutiérrez laid the groundwork for an explicit formula for the adjoint of a composition operator with rational symbol acting on the Hardy space, and in 2008, Hammond, Moorhouse, and Robbins …
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Hartogs Domains and the Diederich-Fornæss Index
… a crucial role in studying regularity of the Bergman projection on pseudoconvex domains in Sobolov spaces as is shown by Kohn, Harrington, Pinton and Zampieri and others. In this work, we discuss the Diederich-Fornss Index on Hartogs domains, and its relation to other properties connected to …
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Combinatorial aspects of total positivity
… matroids. Namely, I introduce the positive Bergman complex of an oriented matroid, which is a matroidal analogue of a positive tropical variety. I prove that this object is homeomorphic to a ball, and relate it to the Las Vergnas face lattice of an oriented matroid. When the matroid is the …
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