Erlangen Programme at Large: An Overview

Por • 13 jun, 2011 • Sección: Crítica
Vladimir V. Kisil
Abstract: This is an overview of Erlangen Programme at Large. Study of objects and properties, which are invariant under a group action, is very fruitful far beyond the traditional geometry. In this paper we demonstrate this on the example of the group SL(2,R). Starting from the conformal geometry we develop analytic functions and apply these to functional calculus. Finally we link this to quantum mechanics and conclude by a list of open problems.

 

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