- 94-263 D. Kastler
- DUAL PAIRS OF QUANTUM SPACES
Aug 1, 94
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Abstract. We discuss the notion of ``dual riemannian quantum space''
corresponding to the ``algebraic condition'' in Alain Connes'
definition of non-commutative Poincar\'e duality. We show that the
DeRham complex of a dual riemannian quantum space is the homomorphic
image of a skew tensor product, this leading to a natural definition