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Showing result 1 - 5 of 1214 swedish dissertations matching the above criteria.
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1. Placental Function : An Epidemiological and Magnetic Resonance Study
Abstract : Placental function is central for normal pregnancy and in many of the major pregnancy disorders. We used magnetic resonance imaging techniques to investigate placental function in normal pregnancy, in early and late preeclampsia and in intrauterine growth restriction. READ MORE
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2. Perinatal Depressive Symptoms among Women in North-Eastern Thailand : Risk Factors, Support and Prevention
Abstract : Perinatal depressive symptoms among women remain a global burden. Improvements in self-efficacy among public health professionals (PHPs) in primary healthcare settings to detect and manage perinatal depressive symptoms among women are needed. READ MORE
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3. Plant UDP-glucose Pyrophosphorylase : Function and Regulation
Abstract : UDP-glucose pyrophosphorylase (UGPase) is an important enzyme of carbohydrate metabolism in all living organisms. The main aim of this thesis was to investigate the function and regulation of plant UGP genes as well as the UGPase proteins. READ MORE
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4. Fixed points, fractals, iterated function systems and generalized support vector machines
Abstract : In this thesis, fixed point theory is used to construct a fractal type sets and to solve data classification problem. Fixed point method, which is a beautiful mixture of analysis, topology, and geometry has been revealed as a very powerful and important tool in the study of nonlinear phenomena. READ MORE
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5. Topics in polynomial sequences defined by linear recurrences
Abstract : This licentiate consists of two papers treating polynomial sequences defined by linear recurrences.In paper I, we establish necessary and sufficient conditions for the reality of all the zeros in a polynomial sequence {P_i} generated by a three-term recurrence relation P_i(x)+ Q_1(x)P_{i-1}(x) +Q_2(x) P_{i-2}(x)=0 with the standard initial conditions P_{0}(x)=1, P_{-1}(x)=0, where Q_1(x) and Q_2(x) are arbitrary real polynomials. READ MORE