Abstract
This paper shows that codimenion two PL link theory, moduo (nonambient) isotopy, is nontrivial in all dimensions. This, and other results, are applications of a new algebraic isotopy invariant related to the Alexander polynomials.
This paper shows that codimenion two PL link theory, moduo (nonambient) isotopy, is nontrivial in all dimensions. This, and other results, are applications of a new algebraic isotopy invariant related to the Alexander polynomials.
