A Calculus for Framed Links in S3.
A Concordance Classification of p. 1. Homeomorphisms of Real Projective Space.
A gauge-field approach to 3- and 4-manifold invariants
An approach to construction of topological invariants of the Reshetikhin-Turaev-Witten type of 3- and 4-dimensional manifolds in the framework of SU(2) Chern-Simons gauge theory and its hidden (quantum) gauge symmetry is presented.
A Group with Torsion-Free 2-Divisible Homology and Cappell's Result on the Novikov Conjecture.
A note on 4-dimensional handlebodies
A note on rational surgeries on a Hopf link
It is clear that every rational surgery on a Hopf link in -sphere is a lens space surgery. In this note we give an explicit computation which lens space is a resulting manifold. The main tool we use is the calculus of continued fractions. As a corollary, we recover the (well-known) result on the criterion for when rational surgery on a Hopf link gives the -sphere.
A quick proof of the 4-dimensional stable surgery theorem.
A Splitting Theorem for Manifolds.
A Surgery Sequence in Dimension Four; The Relations with Knot Concordance.
Amorces de la chirurgie en dimension quatre : un exotique
An isomorphism form intersection homology to Lp-cohomology.
Applications of unstable normal invariants. Part I
Cappell-Shaneson's 4-dimensional -cobordism.
Chirurgie non simplement connexe
Chirurgies de Dehn admissibles dans les variétés de contact tendues
On décrit un exemple de variété de contact universellement tendue qui devient vrillée après une chirurgie de Dehn admissible sur un entrelacs transverse.
Classification and stable classification of manifolds: some examples.
Classification of homotopy Dold manifolds.
Cobordisms and Reidemeister torsions of homotopy lens spaces.
Comparing handle decompositions of homotopy equivalent manifolds
Construction of Einstein metrics by generalized Dehn filling
In this paper, we present a new approach to the construction of Einstein metrics by a generalization of Thurston's Dehn filling. In particular in dimension 3, we will obtain an analytic proof of Thurston's result.