Generalized Abelian Deformations: Application to Nambu Mechanics
Giuseppe Dito, Moshe Flato
Abstract
We study Abelian generalized deformations of the usual product of polynomials introduced in hep-th/9602016. We construct an explicit example for the case of su/2 which provides a tentative of a quantum-mechanical description of Nambu Mechanics on R3. By introducing the notions of strong and weak triviality of generalized deformations, we show that the Zariski product is never trivial in either sense, while the example constructed here in a quantum-mechanical context is only strongly non-trivial.
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