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A differential structure for quantum mechanics
Authors:S. Zakrzewski
Affiliation:

Division of Mathematical Methods in Physics University of Warsaw Hoza 74 00-682, Warszawa, Poland

Abstract:A method of obtaining a non-commutative analogue of a differential structure from the action of a Lie group on a C*-algebra is proposed. The addition of this structure to the usual structure of quantum mechanics turns out to be equivalent to the replacement of the Hilbert space by a Gelfand triple (rigged Hilbert space).
Keywords:Non-commutative differential structures- C* algebras
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