Symmetry and minimality properties for generalized ruled submanifolds
Founding on the consideration of the inclusion we attain to determine the explicit expression of the Stiefel-Whitney classes of the universal quaternionic generalized fiber bundle by means of a simple system of generators (algebraically independent).
This paper is a preliminary note of a for the coming work concerning the generalized quaternion fiber bundle characteristic ring.
N. Teleman's generalized connections in the fiber bundle ISO(E, F) are studied. Some relations between these connections and infinitesimal connections in the principal bundles associated with the vector bundles E, F, are obtained. Geometric interpretation of the curvature of a generalized connection is given.
N. Teleman's generalized connections in the fiber bundle ISO(E,F) are studied. Some relations between these connections and infinitesimal connections in the principal bundles associated with the vector bundles E, F, are obtained. Geometric interpretation of the curvature of a generalized connection is given.
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