Some Remarks on Noncommutative Geometries

Abstract

Noncommutative geometries and their application to physics have recently undergone rapid development. In the present paper the genesis of these geometries, some uf their principal methods and their philosophical significance are brietly discussed. Nuncommutative spaces are interesting from the philosophical point of view as an example of geometric spaces with no concepts of point and locality. It turns out that the authentic dynamics can be mathematically modelled even if there is no „local change” and no time.