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An introduction to non-commutative differential geometry on quantum groups

International Journal of Modern Physics A, (1993)

Cited by: 84|Views7

Abstract

We give a pedagogical introduction to the differential calculus on quantum groups by stressing at all stages the connection with the classical case ($q \rightarrow 1$ limit). The Lie derivative and the contraction operator on forms and tensor fields are found. A new, explicit form of the Cartan--Maurer equations is presented. The example ...More

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Author
Leonardo Castellani
Leonardo Castellani
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