On embedding highly connected manifolds in Euclidean space
J. B. Minkus · Transactions of the American Mathematical Society · 1965
1. Introduction.Let Mk and T* be closed ^-dimensional differentiable manifolds.A homeomorphism ft : Mk -> Tk will be called an almost diffeomorphism and we will say that Mk and Tk are almost diffeomorphic if ft | Mk -[x0j is a diffeomorphism for some point x0 in Mk.A closed /e-dimensional differentiable manifold Mk will be said to be almost differentiable embeddable in Euclidean m space Rm if Mk is almost