We reconfigure the Milnor invariant of links in terms of central group extensions and unipotent Magnus embeddings. We also develop a diagrammatic computation of the invariant and compute the first non-vanishing invariants of Milnor link and of several other links. Moreover, we refine the original Milnor invariants of higher degree
AbstractWe give a geometric slice-like characterization for the vanishing of Milnor's link invariant...
The Milnor degree of a 3-manifold is an invariant that records the maximum simplicity, in terms of h...
International audienceThese notes were written for a serie of lectures on the Rasmussen invariant an...
AbstractIn this paper we generalize Milnor's μ-invariants (which were originally defined for “almost...
We characterize, in an algebraic and in a diagrammatic way, Milnor string link invariants indexed by...
Milnor\u27s triple linking numbers of a link in the 3-sphere are interpreted geometrically in terms ...
Milnor's invariants are some of the more fundamental oriented link concordance invariants; they beha...
AbstractA formula for computing the Milnor (concordance) invariants from the Kontsevich integral is ...
This is a résumé of the author\u27s recent work on certain analogies between primes and links. The p...
We construct a sequence of concordance invariants for classical links, which depend on the periphera...
Abstract. The Milnor degree of a 3-manifold is an invariant that records the maximum simplicity, in ...
AbstractThe Massey product invariants of a link in S3 are expressed in terms of Magnus coefficients ...
We consider the group of pure welded braids (also known as loop braids) up to (link-)homotopy. The p...
We generalize Milnor link invariants to all types of knotted surfaces in 4-space, and more generally...
Color poster with text, images, and formulas.In the 1950’s Milnor defined a new family of tools of l...
AbstractWe give a geometric slice-like characterization for the vanishing of Milnor's link invariant...
The Milnor degree of a 3-manifold is an invariant that records the maximum simplicity, in terms of h...
International audienceThese notes were written for a serie of lectures on the Rasmussen invariant an...
AbstractIn this paper we generalize Milnor's μ-invariants (which were originally defined for “almost...
We characterize, in an algebraic and in a diagrammatic way, Milnor string link invariants indexed by...
Milnor\u27s triple linking numbers of a link in the 3-sphere are interpreted geometrically in terms ...
Milnor's invariants are some of the more fundamental oriented link concordance invariants; they beha...
AbstractA formula for computing the Milnor (concordance) invariants from the Kontsevich integral is ...
This is a résumé of the author\u27s recent work on certain analogies between primes and links. The p...
We construct a sequence of concordance invariants for classical links, which depend on the periphera...
Abstract. The Milnor degree of a 3-manifold is an invariant that records the maximum simplicity, in ...
AbstractThe Massey product invariants of a link in S3 are expressed in terms of Magnus coefficients ...
We consider the group of pure welded braids (also known as loop braids) up to (link-)homotopy. The p...
We generalize Milnor link invariants to all types of knotted surfaces in 4-space, and more generally...
Color poster with text, images, and formulas.In the 1950’s Milnor defined a new family of tools of l...
AbstractWe give a geometric slice-like characterization for the vanishing of Milnor's link invariant...
The Milnor degree of a 3-manifold is an invariant that records the maximum simplicity, in terms of h...
International audienceThese notes were written for a serie of lectures on the Rasmussen invariant an...
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