A smooth submanifold whose inclusion has the same connectivity properties as the inclusion of a complex hypersurface is called taut. The diffeomorphism types of taut submanifolds are quite limited and a partial classification is obtained. The taut submanifolds are constructed us…
In this work we develop an equivariant Sullivan-Wall surgery exact sequence in the category of smooth and locally linear actions of finite groups which satisfy the gap hypothesis. We then apply this machinery to various problems of classifying group actions on manifolds.
G surgery II
by Dovermann, Karl Heinz, Petrie, Ted
fromMemoirs of the American Mathematical Society
G surgery II
by Dovermann, Karl Heinz, Petrie, Ted
fromMemoirs of the American Mathematical Society
G surgery II
by Dovermann, Karl Heinz, Petrie, Ted
fromMemoirs of the American Mathematical Society
G surgery II
by Dovermann, Karl Heinz, Petrie, Ted
fromMemoirs of the American Mathematical Society
In the main part of this paper we consider one type of surgery problem and in the appendices we treat special cases, generalizations, and relative versions.
G surgery II
by Dovermann, Karl Heinz, Petrie, Ted
fromMemoirs of the American Mathematical Society
A knot K is said to have Property P if simply-connected 3-manifolds cannot be obtained by non-trivial Dehn surgeries along K. Torus knots, twist knots, a class of 2-bridge knots, and 2-bridge knots with 9 or fewer crossings are known to have Property P. On the other hand, Ochiai…
