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Showing 1 to 2 of 2 for “"Computational Algebraic Geometry"”.
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Computational Algebraic Geometry Applied to Invariant Theory
… of invariance under a group action of GLn(C). Computational difficulties are also discussed in reference to Groebner bases and Invariant theory.The straitening law is presented from a Groebner basis point of view and is motivated as being a key piece of machinery in proving First Fundamental …
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Real Algebraic Geometry of the Sextic Curves
… part of this thesis revolves around the real algebraic geometry of curves, especially curves of degree six. We use the topological and rigid isotopy classifications of plane sextics to explore the reality of several features associated to each class, such as the bitangents, inflection points, …