Comparison of π+ and π− elastic scatteri
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Article
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1980
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Elsevier Science
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English
⚖ 67 KB
Given a Hamiltonian action of a Lie group G on a symplectic manifold M there is an induced map 0 : M -+ g\*, where g \* is the dual space to the Lie algebra, g, of G. The map 0 is called the moment map. Any function P on g\* then gives rise to a function M = P 0 Cp on M which is a "collective Hamilt