invariance property with respect to homeomorphisms. Further, it is obtained that the cylinder, the cone and the suspension of W possess the complete invariance property. Certain subspaces of W are also considered in this connection.
Abstract
In this paper, we obtain that the space W of orthonormal wavelets enjoys the complete invariance property with respect to homeomorphisms. Further, it is obtained that the cylinder, the cone and the suspension of W possess the complete invariance property. Certain subspaces of W are also considered in this connection.