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  • About
  • The Global ETD Search service is a free service for researchers to find electronic theses and dissertations. This service is provided by the Networked Digital Library of Theses and Dissertations.
    Our metadata is collected from universities around the world. If you manage a university/consortium/country archive and want to be added, details can be found on the NDLTD website.
71

Sobre singularidades analíticas de soluções de uma classe de campos vetoriais no Toro / On analytic singularities of a class of vector fields on the torus

Leonardo Avila 11 August 2009 (has links)
O objetivo principal deste trabalho é o estudo da regularidade anallítica global de certos operadores diferenciais definidos no toro. Uma ferramenta fundamental utilizada neste estudo são as séries parciais de Fourier, que nos permitem caracterizar tanto as distribuições periódicas quanto as funções anallíticas reais periódicas através do comportamento assintótico de seus coeficientes parciais de Fourier. Neste sentido, apresentamos também um estudo detalhado das relações destes objetos com seus coeficientes parciais de Fourier / The main goal of this work is to study global analytic regularity properties of certain differential operators acting in the torus. A main tool that will be used to achieve our goals are the partial Fourier series, which allow us to characterize objects such as periodic distributions or periodic real analytic functions in terms of the growth of their partial Fourier coefficients
72

Sobre singularidades analíticas de soluções de uma classe de campos vetoriais no Toro / On analytic singularities of a class of vector fields on the torus

Avila, Leonardo 11 August 2009 (has links)
O objetivo principal deste trabalho é o estudo da regularidade anallítica global de certos operadores diferenciais definidos no toro. Uma ferramenta fundamental utilizada neste estudo são as séries parciais de Fourier, que nos permitem caracterizar tanto as distribuições periódicas quanto as funções anallíticas reais periódicas através do comportamento assintótico de seus coeficientes parciais de Fourier. Neste sentido, apresentamos também um estudo detalhado das relações destes objetos com seus coeficientes parciais de Fourier / The main goal of this work is to study global analytic regularity properties of certain differential operators acting in the torus. A main tool that will be used to achieve our goals are the partial Fourier series, which allow us to characterize objects such as periodic distributions or periodic real analytic functions in terms of the growth of their partial Fourier coefficients
73

Myths on the Move: A Critical Pluralist Approach to the Study of Classical Mythology in Post-Classical Works

Delbar, David Carter 01 June 2019 (has links)
The Classical Tradition, now more commonly known as Classical Reception, is a growing sub-discipline in Classics which seeks to trace the influence of Greco-Roman culture in post-classical works. While scholars have already done much to analyze specific texts, and many of these analyses are theoretically complex, there has yet to be a review of the theories these scholars employ. The purpose of this study is to provide researchers with a theoretical tool kit which allows them greater scope and nuance when analyzing usages of classical mythology. It examines five different approaches scholars have used: adaptation, allusion, intertextuality, reception, and typology. Each theory is followed by an example from Spanish literature or film: Apollo and Daphne in Calderón's El laurel de Apolo, Orpheus in Unamuno's Niebla, Dionysus in Unamuno's San Manuel Bueno, mártir, Persephone in del Torro's El laberinto del fauno, and the werewolf in Naschy's Waldemar Daninsky films. This thesis argues that a critical pluralist approach best captures the nuance and variety of usages of classical mythology. This allows for both objective and subjective readings of texts as well as explicit and implicit connections to classical mythology.
74

Gothic Agents Of Revolt: The Female Rebel In Pan's Labyrinth, Alice's Adventures In Wonderland And Through The Looking Glass

Markodimitrakis, Michail-Chrysovalantis 21 April 2016 (has links)
No description available.

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