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The experience of being a hidden child survivor of the holocaustGordon, Vicki January 2002 (has links) (PDF)
Child survivors of the Holocaust have only recently been recognized as a distinguishable group of individuals who survived the war with a different experience to the older survivors. This thesis focuses on a specific group of child survivors, those who survived by going into hiding. In hiding, some remained "visible" by hiding within convents, orphanages or with Christian families. Others were physically hidden and had to disappear from sight. Most children often combined these two experiences in their hiding. / The intent of this study was to explore the experience of these hidden children using Giorgi’s empirical phenomenological methodology and to gain a richer understanding of the nature of this experience. Phenomenological analyses of the recorded and transcribed interviews of 11 child survivors were conducted and organized into meaning units which subsequently yielded situated structures from which the general structures evolved. / These analyses revealed that the defining moment of being hidden for these children was the suppression of their identities as Jews. By being hidden, they had to deny the essence of their core selves, including their names, family details and connections to others in an effort to conceal their Jewishness. Other structures to emerge as part of hiding were the pervading fear which enveloped their entire experience in hiding and the sense of suspended normality during this period, which sometimes extended over a period of years. A "cut-offness" and personality constriction seemed to be present throughout the descriptions of these children and appears to have developed as a method of coping with the trauma of their childhood. Overlaying all of this were general insecurities about the capriciousness of the war and the contextual specifics of their actual hiding places to which each child had to adjust. Connections/relationships to another person seemed to be highly significant in the dynamics of the everyday during the experience of hiding and often shaped some of the psychological and emotional experiences of hiddenness.
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Finite horizon robust state estimation for uncertain finite-alphabet hidden Markov modelsXie, Li, Information Technology & Electrical Engineering, Australian Defence Force Academy, UNSW January 2004 (has links)
In this thesis, we consider a robust state estimation problem for discrete-time, homogeneous, first-order, finite-state finite-alphabet hidden Markov models (HMMs). Based on Kolmogorov's Theorem on the existence of a process, we first present the Kolmogorov model for the HMMs under consideration. A new change of measure is introduced. The statistical properties of the Kolmogorov representation of an HMM are discussed on the canonical probability space. A special Kolmogorov measure is constructed. Meanwhile, the ergodicity of two expanded Markov chains is investigated. In order to describe the uncertainty of HMMs, we study probability distance problems based on the Kolmogorov model of HMMs. Using a change of measure technique, the relative entropy and the relative entropy rate as probability distances between HMMs, are given in terms of the HMM parameters. Also, we obtain a new expression for a probability distance considered in the existing literature such that we can use an information state method to calculate it. Furthermore, we introduce regular conditional relative entropy as an a posteriori probability distance to measure the discrepancy between HMMs when a realized observation sequence is given. A representation of the regular conditional relative entropy is derived based on the Radon-Nikodym derivative. Then a recursion for the regular conditional relative entropy is obtained using an information state method. Meanwhile, the well-known duality relationship between free energy and relative entropy is extended to the case of regular conditional relative entropy given a sub-[special character]-algebra. Finally, regular conditional relative entropy constraints are defined based on the study of the probability distance problem. Using a Lagrange multiplier technique and the duality relationship for regular conditional relative entropy, a finite horizon robust state estimator for HMMs with regular conditional relative entropy constraints is derived. A complete characterization of the solution to the robust state estimation problem is also presented.
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Finite horizon robust state estimation for uncertain finite-alphabet hidden Markov modelsXie, Li, Information Technology & Electrical Engineering, Australian Defence Force Academy, UNSW January 2004 (has links)
In this thesis, we consider a robust state estimation problem for discrete-time, homogeneous, first-order, finite-state finite-alphabet hidden Markov models (HMMs). Based on Kolmogorov's Theorem on the existence of a process, we first present the Kolmogorov model for the HMMs under consideration. A new change of measure is introduced. The statistical properties of the Kolmogorov representation of an HMM are discussed on the canonical probability space. A special Kolmogorov measure is constructed. Meanwhile, the ergodicity of two expanded Markov chains is investigated. In order to describe the uncertainty of HMMs, we study probability distance problems based on the Kolmogorov model of HMMs. Using a change of measure technique, the relative entropy and the relative entropy rate as probability distances between HMMs, are given in terms of the HMM parameters. Also, we obtain a new expression for a probability distance considered in the existing literature such that we can use an information state method to calculate it. Furthermore, we introduce regular conditional relative entropy as an a posteriori probability distance to measure the discrepancy between HMMs when a realized observation sequence is given. A representation of the regular conditional relative entropy is derived based on the Radon-Nikodym derivative. Then a recursion for the regular conditional relative entropy is obtained using an information state method. Meanwhile, the well-known duality relationship between free energy and relative entropy is extended to the case of regular conditional relative entropy given a sub-[special character]-algebra. Finally, regular conditional relative entropy constraints are defined based on the study of the probability distance problem. Using a Lagrange multiplier technique and the duality relationship for regular conditional relative entropy, a finite horizon robust state estimator for HMMs with regular conditional relative entropy constraints is derived. A complete characterization of the solution to the robust state estimation problem is also presented.
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Off-line cursive handwriting recognition using synthetic training dataVarga, Tamás January 2006 (has links)
Zugl.: Bern, Univ., Diss., 2006
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Dynamical characterization of Markov processes with varying orderBauer, Michael. January 2009 (has links)
Chemnitz, Techn. Univ., Masterarb., 2008.
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Swiss monetary policy rules, effects, and indicatorsPerruchoud, Alexander January 2007 (has links)
Zugl.: Basel, Univ., Diss., 2007 / Erscheinungsjahr auf der Haupttitels.: 2007
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Analysis of ion channels with hidden Markov models parameter identifiability and the problem of time interval omission /The, Yu-Kai. January 2005 (has links)
Freiburg i. Br., Univ., Diss., 2005.
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A Markov-Switching Equilibrium Correction Model for Intraday Futures and Stock Index ReturnsGiroud, Xavier. January 2004 (has links) (PDF)
Master-Arbeit Univ. St. Gallen, 2004.
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Event-based failure prediction an extended hidden Markov model approachSalfner, Felix January 2008 (has links)
Zugl.: Berlin, Humboldt-Univ., Diss., 2008
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The effect of monolingualism, bilingualism and trilingualism on executive functioning in young and older adultsGuðmundsdóttir, Margrét Dögg January 2015 (has links)
Bilinguals have been posited to have, compared to monolinguals, enhanced cognitive control, consequently exhibiting greater cognitive reserve, which is thought to subsequently delay the onset of clinical expression of dementia. Based on recent evidence suggesting that the more languages one manages the greater cognitive reserve, and that trilinguals undergo greater exercise in language control than bilinguals, this thesis investigated the effects of trilingualism and ageing on cognitive control, in young adults to older adults. As the thesis investigated the novel field of trilingualism and cognitive control, task complexity, the age of second and third language acquisition, language use, and physical and cognitive activity were also, importantly, assessed, as these are possible influencing factors in test performance. The participants completed several cognitive tasks; namely the Simon task, the Inhibition of return task, the Stroop task (inhibition) and the N-back task (working memory). The novel discovery of a trilingual (and bilingual) disadvantage was observed, which could explain some previous inconsistent findings in the bilingualism literature, where trilingualism may influence bilinguals’ test performance, as trilinguals and multilinguals are often mixed in with the bilingual group. Furthermore, the results suggest that second language acquisition and language use does not consistently predict performance in trilinguals (and bilinguals), nor does cognitive activity, although physical activity may modulate language group differences. Importantly, the results from this novel investigation of the effects of trilingualism and ageing on cognitive control suggest that trilingualism (and bilingualism) can, in some cases, be detrimental to cognitive control.
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