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Topology of Fibre Bundles
Fibre bundles, an integral part of differential geometry, are also important to physics. This text, a succint introduction to fibre bundles, includes such topics as differentiable manifolds andExpand
The Group of Isometries of a Riemannian Manifold
In the classical theory of groups of motions (isometries) of a Riemannian space,1 neither "whole" groups nor "whole" spaces were ever considered, but only "group germs" and spaces in the neighborhoodExpand
Axiomatic Approach to Homology Theory.
The Classification of Sphere Bundles
Whitney has introduced [13] the general notion of one space A being a fibre bundle over a second space B. It is a topological condition on a function f mapping A onto B which insures that f shallExpand
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