Abstract
Twist-wise flow equivalence is a natural generalization of flow equivalence that takes account of twisting in the local stable manifold of the orbits of a flow. Here we announce the discovery of two new invariants in this category.
Twist-wise flow equivalence is a natural generalization of flow equivalence that takes account of twisting in the local stable manifold of the orbits of a flow. Here we announce the discovery of two new invariants in this category.
Comments
First published in Electronic Research Announcements of the American Mathematical Society, Vol. 3 (1997), 126-130, published by the American Mathematical Society. © Copyright 1997, American Mathematical Society