Tracing outsideness: young women's institutional journeys and the geographies of closed space

Understanding confinement and its complex workings between individuals and society has been the stated aim of carceral geography and wider studies on detention. This project contributes ethnographic insights from multiple sites of incarceration, working with an under-researched group within confined populations. Focussing on young female detainees in Scotland, this project seeks to understand their experiences of different types of ‘closed’ space. Secure care, prison and closed psychiatric facilities all impact on the complex geographies of these young women’s lives. The fluid but always situated relations of control and care provide the backdrop for their journeys in/out and beyond institutional spaces. Understanding institutional journeys with reference to age and gender allows an insight into the highly mobile, often precarious, and unfamiliar lives of these young women who live on the margins. This thesis employs a mixed-method qualitative approach and explores what Goffman calls the ‘tissue and fabric’ of detention as a complex multi-institutional practice. In order to be able to understand the young women’s gendered, emotional and often repetitive experiences of confinement, analysis of the constitution of ‘closed space’ represents a first step for inquiry. The underlying nature of inner regimes, rules and discipline in closed spaces, provide the background on which confinement is lived, perceived and processed. The second part of the analysis is the exploration of individual experiences ‘on the inside’, ranging from young women’s views on entering a closed institution, the ways in which they adapt or resist the regime, and how they cope with embodied aspects of detention. The third and final step considers the wider context of incarceration by recovering the young women’s journeys through different types of institutional spaces and beyond. The exploration of these journeys challenges and re-develops understandings of mobility and inertia by engaging the relative power of carceral archipelagos and the figure of femina sacra. This project sits comfortably within the field of carceral geography while also pushing at its boundaries. On a conceptual level, a re-engagement with Goffman’s micro-analysis challenges current carceral-geographic theory development. Perhaps more importantly, this project pushes for an engagement with different institutions under the umbrella of carceral geography, thus creating new dialogues on issues like ‘care’ and ‘control’. Finally, an engagement with young women addresses an under-represented population within carceral geography in ways that raise distinctly problematic concerns for academic research and penal policy. Overall, this project aims to show the value of fine grained micro-level research in institutional geographies for extending thinking and understanding about society’s responses to a group of people who live on the margins of social and legal norms.

MAXIMAL PSEUDOCOMPACT AND MAXIMAL R-CLOSED SPACES

In this paper a space X is pseudocompact if it is Tychonoff and every real-valued continuous function on X is bounded. We obtain conditions under which a Tychonoff space is maximal pseudocompact and study conditions under which a regular space is maximal R-closed.

Perioperative antiplatelet therapy.

Aspirin is recommended as a lifelong therapy that should never be interrupted for patients with cardiovascular dis- ease. Clopidogrel therapy is mandatory for six weeks after placement of bare-metal stents, three to six months after myocardial infarction, and at least 12 months after placement of drug-eluting stents. Because of the hypercoagulable state induced by surgery, early withdrawal of antiplatelet therapy for secondary prevention of cardiovascular disease increases the risk of postoperative myocardial infarction and death five- to 10-fold in stented patients who are on continuous dual antiplatelet therapy. The shorter the time between revascularization and surgery, the higher the risk of adverse cardiac events. Elective surgery should be postponed beyond these periods, whereas vital, semiurgent, or urgent operations should be performed under continued dual antiplatelet therapy. The risk of surgical hemorrhage is increased approximately 20 percent by aspirin or clopidogrel alone, and 50 percent by dual antiplatelet therapy. The present clinical data suggest that the risk of a cardiovascular event when stopping antiplatelet agents preoperatively is higher than the risk of surgical bleeding when continuing these drugs, except during surgery in a closed space (e.g., intracranial, posterior eye chamber) or surgeries associated with massive bleeding and difficult hemostasis.

Fuzzy Absolutes and Related Topics

The study on the fuzzy absolutes and related topics. The different kinds of extensions especially compactification formed a major area of study in topology. Perfect continuous mappings always preserve certain topological properties. The concept of Fuzzy sets introduced by the American Cyberneticist L. A Zadeh started a revolution in every branch of knowledge and in particular in every branch of mathematics. Fuzziness is a kind of uncertainty and uncertainty of a symbol lies in the lack of well-defined boundaries of the set of objects to which this symbol belongs. Introduce an s-continuous mapping from a topological space to a fuzzy topological space and prove that the image of an H-closed space under an s-continuous mapping is f-H closed. Here also proved that the arbitrary product fi and sum of  fi of the s-continuous maps fi are also s-continuous. The original motivation behind the study of absolutes was the problem of characterizing the projective objects in the category of compact spaces and continuous functions.

WHICH TOPOLOGIES HAVE IMMEDIATE PREDECESSORS IN THE POSET OF HAUSDORFF TOPOLOGIES?

We study which topology have an immediate predecessor in the poset of Sigma(2) of Hausdorff topologies on set X. We show that certain classes of H-closed topologies, do have predecessors. and we give examples of second countable H-closed topologies which are not upper Sigma(2.)

Empregadas domésticas e Relações de trabalho nos loteamentos fechados de Presidente Prudente - SP

Pós-graduação em Geografia - FCT

Construção e caracterização de células solares de filmes finos de CdS e CdTe

Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)

Estudo de geração de campo uniforme para modelagem eletromagnética

Para estudar os problemas de prospecção geofísica eletromagnética através de modelagem analógica, as condições em escala natural são representadas, no laboratório, em escala reduzida de acordo com a teoria da similitude. Portanto, para investigar os problemas de técnicas VLF, AFMAG e MT, freqüentemente é necessário criar um campo uniforme no arranjo experimental. Os sistemas físicos para geração de campos uniformes estudados aqui são a bobina circular, bobina de Helmholtz, solenóide, um plano de corrente, e dois planos paralelos de correntes. Os mapas de porcentagem de desvio de campo estão presentes para todos os sistemas estudados aqui. Um estudo comparativo desses sistemas mostra que o solenóide é a maneira mais eficiente para criar um campo uniforme, seguido pelo sistema de bobinas de Helmholtz. Porém, o campo criado em um solenóide está em um espaço fechado onde é difícil colocar modelos e substituí-los para executar experimentos. Portanto, recomenda-se o uso de bobinas de Helmholtz para criar um campo uniforme. Este último sistema fornece um campo uniforme com espaço aberto suficiente, o que facilita o experimento.

Estudo de geração de campo uniforme para modelagem eletromagnética

Para estudar os problemas de prospecção geofísica eletromagnética através de modelagem analógica, as condições em escala natural são representadas, no laboratório, em escala reduzida de acordo com a teoria da similitude. Portanto, para investigar os problemas de técnicas VLF, AFMAG e MT, frequentemente é necessário criar campo uniforme no arranjo experimental. Vários sistemas físicos para geração de campos uniformes são analisados teoricamente nesta tese. Os sistemas estudados aqui são a bobina circular, bobina de Helmholtz, solenóide, um plano de corrente e dois planos paralelos de correntes. As equações analíticas foram obtidas para campo magnético num ponto do espaço e subsequentemente as condições de campo uniforme. Nos casos em que as condições para o campo uniforme não puderam ser obtidas analiticamente, a porcentagem de desvio do campo em relação a um ponto pré-selecionado foi calculada. Contudo, os mapas de campo magnético, assim como o mapa de porcentagem de desvio, estão presentes para todos os sistemas estudados aqui. Também, foram calculados as áreas e os volumes espaciais de vários desvios de porcentagem do campo uniforme. Um estudo comparativo desses sistemas mostra que o solenóide é a maneira mais eficiente para criar um campo uniforme, seguido pelo sistema de bobinas de Helmholtz. Porém, o campo criado em um solenóide está em um espaço fechado onde é difícil colocar modelos e substituí-los para executar experimentos. Portanto, recomenda-se o uso de bobinas de Helmholtz para criar um campo uniforme. Este último sistema fornece campo uniforme com espaço aberto suficiente, o que facilita o experimento.

La creación del espacio trágico en la obra de Gabriel García Márquez : Una lectura sofoclea

La influencia de Sófocles y, concretamente, de las tragedias tebanas en la obra de García Márquez se manifiesta a niveles diversos: en la construcción de la trama, en la elaboración del personaje tiránico, en los temas de la violencia y el destino y, por supuesto, en el tratamiento del tiempo y del espacio. En este artículo se analiza la creación del espacio en García Márquez a través de dos elementos contrapuestos que provienen de su lectura de la tragedia sofoclea: el genos, símbolo de un espacio cerrado y ligado a un tiempo "redondo", el espacio del relato, y la polis, un lugar abierto y lejano, donde se produce la Historia con mayúsculas. Esta dicotomía será observada en distintas obras de García Márquez, pero especialmente en Edipo Alcalde. El conflicto trágico de la discordia civil se refleja, así pues, en la construcción de un espacio único, claustrofóbico y corrompido

La creación del espacio trágico en la obra de Gabriel García Márquez : Una lectura sofoclea

La influencia de Sófocles y, concretamente, de las tragedias tebanas en la obra de García Márquez se manifiesta a niveles diversos: en la construcción de la trama, en la elaboración del personaje tiránico, en los temas de la violencia y el destino y, por supuesto, en el tratamiento del tiempo y del espacio. En este artículo se analiza la creación del espacio en García Márquez a través de dos elementos contrapuestos que provienen de su lectura de la tragedia sofoclea: el genos, símbolo de un espacio cerrado y ligado a un tiempo "redondo", el espacio del relato, y la polis, un lugar abierto y lejano, donde se produce la Historia con mayúsculas. Esta dicotomía será observada en distintas obras de García Márquez, pero especialmente en Edipo Alcalde. El conflicto trágico de la discordia civil se refleja, así pues, en la construcción de un espacio único, claustrofóbico y corrompido

La creación del espacio trágico en la obra de Gabriel García Márquez : Una lectura sofoclea

La influencia de Sófocles y, concretamente, de las tragedias tebanas en la obra de García Márquez se manifiesta a niveles diversos: en la construcción de la trama, en la elaboración del personaje tiránico, en los temas de la violencia y el destino y, por supuesto, en el tratamiento del tiempo y del espacio. En este artículo se analiza la creación del espacio en García Márquez a través de dos elementos contrapuestos que provienen de su lectura de la tragedia sofoclea: el genos, símbolo de un espacio cerrado y ligado a un tiempo "redondo", el espacio del relato, y la polis, un lugar abierto y lejano, donde se produce la Historia con mayúsculas. Esta dicotomía será observada en distintas obras de García Márquez, pero especialmente en Edipo Alcalde. El conflicto trágico de la discordia civil se refleja, así pues, en la construcción de un espacio único, claustrofóbico y corrompido

P-Sequential Spaces and Cleavability

∗ Supported by the Serbian Scientific Foundation, grant No 04M01

A simple closed aquatic ecosystem (CAES) for space

A closed aquatic ecosystem (CAES) was developed to stud), the effects of microgravity on the function of closed ecosystems aboard the Chinese retrieved satellite and on the spacecraft SHENZHOU-II. These systems housed a small freshwater snail (Bulinus australianus) and an autotrophic green algae (Chlorella pyrenoidosa). The results of the test on the satellite were that the concentration of algae changed little, but that the snails died during the experiments. We then sought to optimize the function of the control system, the cultural conditions and the data acquisition system and carried out an experiment on the spacecraft SHENZHOU-II. Using various sensors to monitor the CAES, real-time data regarding the operation of the CAES in microgravity was acquired. In addition, all on-board Ig centrifuge was included to identify gravity-related factors. It was found that microgravity is the major factor affecting the operation of the CAES in space. The change in biomass of the primary producer during each day in microgravity was larger than that of the control groups. The mean biomass concentration per day in the microgravity group decreased, but that of the control groups increased for several days and then leveled off. Space effects on the biomass of a primary producer may be a result of microgravity effects leading to increasing metabolic rates of the consumer combined with decreases in photosynthesis. (c) 2007 COSPAR. Published by Elsevier Ltd. All rights reserved.

An infinite-dimensional separable pre-Hilbert space non-homeomorphic to any of its closed hyperplanes

An example is constructed of an infinite-dimensional separable pre-Hilbert space non-homeomorphic to any of its closed hyperplanes.