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There are two parts to this paper. In the first part, we solve the problem of when a finite regular covering of a closed [italic]n-manifold M is homotopic to an embedding in an [italic]n-plane bundle over M. The results of the first part are used in the second part to obtain results on embedding [italic]n-manifold-like continua up to shape into 2n-space.

There are two parts to this paper. In the first part, we solve the problem of when a finite regular covering of a closed [italic]n-manifold M is homotopic to an embedding in an [italic]n-plane bundle over M. The results of the first part are used in the second part to obtain results on embedding [italic]n-manifold-like continua up to shape into 2n-space.

This book is a practical index of 9,800 Lieder composed after 1770, primarily for one voice and piano. The book centers around the poetry from which composers drew their initial inspirations, rather than around the composers themselves. --book jacket.