3 resultados para Símbolos

em Repositório Institucional da Universidade de Aveiro - Portugal


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O conceito film noir é manifestamente complexo de ser definido. Atendendo a que não existe um estudo verdadeiramente completo sobre a estilística do film noir, esta tese, inserida no âmbito dos Estudos Cinematográficos, pretende ser uma tentativa de exploração do conceito film noir e do género cinematográfico sob vários aspectos. Trata-se, no fundo, de uma forma de restabelecer este conceito descritivo americano, desde o início dos anos quarenta até finais dos cinquenta, através de um processo de análise iconográfica. Este projecto focaliza-se na seguinte questão de investigação: pode o film noir americano ser considerado um género cinematográfico enquanto tal? Numa primeira fase, analisam-se os contextos cinematográfico e social preexistentes no cinema noir de modo a compreender este fenómeno cinematográfico, enquanto uma extensão do movimento hard-boiled, uma cosmovisão subversiva que descaradamente se opõe aos mitos americanos da auto-promoção americana, que marcaram muitos filmes de Hollywood durante a época da Depressão. Depois, descrevem-se os movimentos culturais específicos, bem como os acontecimentos sociopolíticos da época, a psicanálise, o estruturalismo e a teoria de autor, que ajudaram a contextualizar os padrões do film noir e a forma como o conceito acabou por gradualmente penetrar na cultura americana. As películas a analisar concentrar-se-ão sobre símbolos visuais específicos e elementos cinematográficos (tais como os das técnicas de iluminação e fotografia), adoptando uma perspectiva semiótica. Através dos conceitos saussuriano de “signo” e de “ícone” perceiano, procuro demonstrar de que forma os símbolos em filmes noir constituem significados que são enfaticamente indexicais, isto é, de que maneira eles são transversais, passando de um símbolo para outro (ou evento), direccionando e coagindo a atenção do espectador. A tese conclui então que o filme noir não pode ser considerado e entendido como um género fílmico e que o seu estilo visual (o aspecto dominante do cinema noir) tem como propósito acentuar o desencanto sentido no rescaldo da guerra, representar os meandros da vida urbana americana e, principalmente, enfatizar a incerteza, a ansiedade e o lado obscuro da existência humana.

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In this thesis we consider Wiener-Hopf-Hankel operators with Fourier symbols in the class of almost periodic, semi-almost periodic and piecewise almost periodic functions. In the first place, we consider Wiener-Hopf-Hankel operators acting between L2 Lebesgue spaces with possibly different Fourier matrix symbols in the Wiener-Hopf and in the Hankel operators. In the second place, we consider these operators with equal Fourier symbols and acting between weighted Lebesgue spaces Lp(R;w), where 1 < p < 1 and w belongs to a subclass of Muckenhoupt weights. In addition, singular integral operators with Carleman shift and almost periodic coefficients are also object of study. The main purpose of this thesis is to obtain regularity properties characterizations of those classes of operators. By regularity properties we mean those that depend on the kernel and cokernel of the operator. The main techniques used are the equivalence relations between operators and the factorization theory. An invertibility characterization for the Wiener-Hopf-Hankel operators with symbols belonging to the Wiener subclass of almost periodic functions APW is obtained, assuming that a particular matrix function admits a numerical range bounded away from zero and based on the values of a certain mean motion. For Wiener-Hopf-Hankel operators acting between L2-spaces and with possibly different AP symbols, criteria for the semi-Fredholm property and for one-sided and both-sided invertibility are obtained and the inverses for all possible cases are exhibited. For such results, a new type of AP factorization is introduced. Singular integral operators with Carleman shift and scalar almost periodic coefficients are also studied. Considering an auxiliar and simpler operator, and using appropriate factorizations, the dimensions of the kernels and cokernels of those operators are obtained. For Wiener-Hopf-Hankel operators with (possibly different) SAP and PAP matrix symbols and acting between L2-spaces, criteria for the Fredholm property are presented as well as the sum of the Fredholm indices of the Wiener-Hopf plus Hankel and Wiener-Hopf minus Hankel operators. By studying dependencies between different matrix Fourier symbols of Wiener-Hopf plus Hankel operators acting between L2-spaces, results about the kernel and cokernel of those operators are derived. For Wiener-Hopf-Hankel operators acting between weighted Lebesgue spaces, Lp(R;w), a study is made considering equal scalar Fourier symbols in the Wiener-Hopf and in the Hankel operators and belonging to the classes of APp;w, SAPp;w and PAPp;w. It is obtained an invertibility characterization for Wiener-Hopf plus Hankel operators with APp;w symbols. In the cases for which the Fourier symbols of the operators belong to SAPp;w and PAPp;w, it is obtained semi-Fredholm criteria for Wiener-Hopf-Hankel operators as well as formulas for the Fredholm indices of those operators.

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This thesis addresses the problem of word learning in computational agents. The motivation behind this work lies in the need to support language-based communication between service robots and their human users, as well as grounded reasoning using symbols relevant for the assigned tasks. The research focuses on the problem of grounding human vocabulary in robotic agent’s sensori-motor perception. Words have to be grounded in bodily experiences, which emphasizes the role of appropriate embodiments. On the other hand, language is a cultural product created and acquired through social interactions. This emphasizes the role of society as a source of linguistic input. Taking these aspects into account, an experimental scenario is set up where a human instructor teaches a robotic agent the names of the objects present in a visually shared environment. The agent grounds the names of these objects in visual perception. Word learning is an open-ended problem. Therefore, the learning architecture of the agent will have to be able to acquire words and categories in an openended manner. In this work, four learning architectures were designed that can be used by robotic agents for long-term and open-ended word and category acquisition. The learning methods used in these architectures are designed for incrementally scaling-up to larger sets of words and categories. A novel experimental evaluation methodology, that takes into account the openended nature of word learning, is proposed and applied. This methodology is based on the realization that a robot’s vocabulary will be limited by its discriminatory capacity which, in turn, depends on its sensors and perceptual capabilities. An extensive set of systematic experiments, in multiple experimental settings, was carried out to thoroughly evaluate the described learning approaches. The results indicate that all approaches were able to incrementally acquire new words and categories. Although some of the approaches could not scale-up to larger vocabularies, one approach was shown to learn up to 293 categories, with potential for learning many more.