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Three Algorithms in Algebraic Geometry, Coding Theory and Singularity Theory
2001We describe three algorithms in algebraic geometry, coding theory and singularity theory, which are new, resp. have new ingredients. Moreover, we put special emphasis on their implementation in the computer algebra system Singular. The first algorithm computes the normalization of an affine reduced ring, an ideal defining the non-normal locus and, as ...
G.-M. Greuel, C. Lossen, M. Schulze
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Algebraic geometry of singular learning machines and symmetry of generalization and training errors
Neurocomputing, 2005A lot of hierarchical learning machines such as neural networks and normal mixtures are singular learning machines. In such a learning machine, the likelihood function cannot be approximated by any quadratic form, resulting that the conventional statistical theory does not hold.
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2001
Although computer algebra is a research field in its own, its main driving force comes from various fields of applications. These applications range from mathematics and computer science over physics and engineering up to applications to technical and industrial problems.
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Although computer algebra is a research field in its own, its main driving force comes from various fields of applications. These applications range from mathematics and computer science over physics and engineering up to applications to technical and industrial problems.
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The topology of normal singularities of an algebraic surface and a criterion for simplicity
Publications Mathematiques De L'Institut Des Hautes Etudes Scientifiques, 1961Mumford David
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Singularities on complete algebraic varieties
Central European Journal of Mathematics, 2006Bruno De Oliveira +2 more
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Generalised Thurston-Bennequin invariants for real algebraic surface singularities
Manuscripta Mathematica, 2005Ferit ÖZTÜRK
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