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Habegger, Nathan - Laboratoire de Mathématiques Jean Leray, Univeristé de Nantes
FINITE TYPE THREE MANIFOLD INVARIANTSREALIZATION AND VANISHING
THE KONTSEVICH INTEGRAL AND MILNOR'S INVARIANTS NATHAN HABEGGER AND GREGOR MASBAUM
MILNOR LINK INVARIANTS AND QUANTUM 3MANIFOLD INVARIANTS
Homotopy classes of 2 disjoint 2pspheres in R 3p+1 by N. Habegger* and U. Kaiser**
Finite type 3manifold invariants: a proof of a conjecture of Garoufalidis by N. Habegger*
The CassonWalkerLescop Invariant as a Quantum 3manifold Invariant
ON SURGERY EQUIVALENCE OF BRAIDS a Nathan Habegger
On Link Concordance and Milnor's Invariants. by Nathan Habegger
THE ALEXANDER POLYNOMIAL AND FINITE TYPE 3MANIFOLD STAVROS GAROUFALIDIS AND NATHAN HABEGGER
A note on the coe#cients of the AlexanderConway Polynomial of a knot by Nathan Habegger
MILNOR, JOHNSON, AND TREE LEVEL PERTURBATIVE NATHAN HABEGGER
THE TOPOLOGICAL IHX RELATION, PURE BRAIDS, AND THE TORELLI GROUP
arXiv:math.GT/9911049 The Universal Perturbative Quantum 3manifold
A Computation of the Universal Quantum 3manifold Invariant for Manifolds of Rank Greater than 2.
Topological Quantum Field Theories derived from the Kauffman bracket by C. Blanchet, N. Habegger 1 , G. Masbaum, and P. Vogel
THE TOPOLOGICAL IHX RELATION NATHAN HABEGGER
AN INFINITESIMAL PRESENTATION OF THE TORELLI GROUP OF A SURFACE WITH BOUNDARY
