Modules projectifs sur les anneaux de fonctions (Q801560)

Vector bundles over a finite CW-complex may be represented by projective modules (of finite type) of a Noetherian ring. The construction of this ring is based on the fact that from a finite number of vector bundles on the considered space we may obtain the set of all vector bundles. In this paper the finiteness condition is replaced by a topological one which permits the construction of the desired ring without the explicit consideration of the generating vector bundles.