Géométrie de l'espace tangent sur l'hyperboloïde quantique
P. Akueson
Abstract
We introduce the tangent space on a quantum hyperboloid. We define an action of this tangent space on the corresponding "quantum function space" A, what converts the elements of the tangent space into "braided vector fields". The tangent space is shown to be a projective A-module and we define a quantum (pseudo)metric and a quantum connection (partially defined) on it.
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