Titlebook: An Algebraic Geometric Approach to Separation of Variables; Konrad Sch?bel Book 2015 Springer Fachmedien Wiesbaden GmbH 2015 Killing tenso

CLEAR

The generalisation: a solution for spheres of arbitrary dimension, which gives rise to a Lie bracket and hence to a Lie algebra generated by Killing tensors. On one hand, we can use the metric to identify the symmetric bilinear form K.. with a symmetric endomorphism ..

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The perspectives: applications and generalisations,iable by successfully carrying it out for the simplest non-trivial family of examples – that of spheres. In particular, we elucidated the natural algebro-geometric structure of the parameter space classifying equivalence classes of separation coordinates, which for a long time had only been known as

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Agnosia

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Ganglion

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