|XXV Workshop on Geometric Methods in Physics||2-8.07.2006|
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QUANTUM MECHANICAL STRUCTURES AND NON-COMMUTATIVE GEOMETRY
Two examples from Quantum Mechanics are studied to elucidate two different aspects of Non-Commutative Geometry . In the first ,the Weyl C-* algebra, we study the Weyl Asymptotics to obtain the volume form. In the second , the Quantum Heisenberg manifold, the de-Rham- Connes forms and the K-theory are studied.