Abstract
A construction is described in [2] by which, given two or more geometries of the same rank n, each equipped with a suitable parallelism giving rise to the same geometry at infinity, we can glue them together along their geometries at infinity, thus obtaininig a new geometry of rank n+ k− 1, k being the number of geometries we glue. In this paper we will examine a special case of that construction, namely the gluing of two affine spaces.
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Schedule a callMore From: Bulletin of the Belgian Mathematical Society - Simon Stevin
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