Search for dissertations about: "lie group"
Showing result 1 - 5 of 71 swedish dissertations containing the words lie group.
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1. Finding improved drug strategies for schizophrenia : Preclinical studies on lumateperone and sodium nitroprusside
Abstract : Schizophrenia is a severe psychiatric disorder affecting approximately 20 million people worldwide. The disease consists of positive symptoms e.g. hallucinations, negative symptoms such as anhedonia, and cognitive deficits, e. READ MORE
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2. Does IT count? : complexities between access to and use of information technologies among Uganda's farmers
Abstract : Drawn from a year of ethnographic fieldwork among farmers in Uganda, this study engages with developing an understanding on how access to and use of media and information technologies are negotiated in their separate profiles. Oftentimes the two entities, access and use, are laminated into one statistical representation, depicting both terms as either use or access. READ MORE
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3. Multivariable Orthogonal Polynomials as Coupling Coefficients for Lie and Quantum Algebra Representations
Abstract : The main topic of the thesis is the connection between representation theory and special functions. We study matrix elements, coupling coefficient, and recoupling coefficients for the simplest Lie and quantum groups. READ MORE
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4. Quasi-Lie Algebras and Quasi-Deformations. Algebraic Structures Associated with Twisted Derivations
Abstract : This thesis introduces a new deformation scheme for Lie algebras, which we refer to as ?quasi-deformations? to clearly distinguish it from the classical Grothendieck-Schlessinger and Gers-tenhaber deformation schemes. The main difference is that quasi-deformations are not in gene-ral category-preserving, i.e. READ MORE
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5. A Categorical Study of Composition Algebras via Group Actions and Triality
Abstract : A composition algebra is a non-zero algebra endowed with a strictly non-degenerate, multiplicative quadratic form. Finite-dimensional composition algebras exist only in dimension 1, 2, 4 and 8 and are in general not associative or unital. Over the real numbers, such algebras are division algebras if and only if they are absolute valued, i.e. READ MORE