Reduction of Poisson algebras at nonzero
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Judith Arms
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Article
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1996
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Elsevier Science
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English
β 628 KB
A reduction of a Poisson manifold using the ideal 1 (J) generated by the momentum map was introduced by Sniatycki and Weinstein (1983). This reduction has been extended to nonzero momentum values # by two methods: by shifting to zero momentum on a larger space, the product with the coadjoint orbit;