Embeddings and Immersions of Manifolds in Euclidean Space
David R. Bausum · Transactions of the American Mathematical Society · 1975
The problem of computing the number of embeddings or immersions of a manifold in Euclidean space is treated from a different point of view than is usually taken. Also, a theorem dealing with the existence of an embedding of ${M^m}$ in ${R^{2m - 2}}$ is given.