Add to ORKGWe describe an algorithm to compute the Kuperberg invariant of a 3–manifold with structure, starting from a presentation of such a manifold in terms of branched standard spines
We show that the closed 3-manifold invariants of G. Kuperberg constructed from an involutive Hopf al...
We recapture Kuperberg's numerical invariant of 3-manifolds associated to a semisimple and cosemisim...
We establish a 3-manifold invariant for each finite-dimensional, involutory Hopf algebra. I...
We describe an algorithm to compute the Kuperberg invariant of a 3–manifold with structure, starting...
We describe an algorithm to compute the Kuperberg invariant of a 3–manifold with structure, starting...
Abstract. We recapture Kuperberg’s numerical invariant of 3-manifolds as-sociated to a semisimple an...
Dans cette thèse, on étudie les invariants quantiques des 3-variétés de Kuperberg, qui sont basées s...
In this thesis, we study Kuperberg's Hopf algebra approach to quantum invariants of closed 3-manifol...
30 pages, 24 figuresInternational audienceWe give a categorical setting in which Penrose graphical c...
30 pages, 24 figuresInternational audienceWe give a categorical setting in which Penrose graphical c...
30 pages, 24 figuresInternational audienceWe give a categorical setting in which Penrose graphical c...
30 pages, 24 figuresInternational audienceWe give a categorical setting in which Penrose graphical c...
We give a categorical setting in which Penrose graphical calculus naturally extends to graphs drawn ...
We show that the closed 3-manifold invariants of G. Kuperberg constructed from an involutive Hopf al...
30 pages, 24 figuresInternational audienceWe give a categorical setting in which Penrose graphical c...
We show that the closed 3-manifold invariants of G. Kuperberg constructed from an involutive Hopf al...
We recapture Kuperberg's numerical invariant of 3-manifolds associated to a semisimple and cosemisim...
We establish a 3-manifold invariant for each finite-dimensional, involutory Hopf algebra. I...
We describe an algorithm to compute the Kuperberg invariant of a 3–manifold with structure, starting...
We describe an algorithm to compute the Kuperberg invariant of a 3–manifold with structure, starting...
Abstract. We recapture Kuperberg’s numerical invariant of 3-manifolds as-sociated to a semisimple an...
Dans cette thèse, on étudie les invariants quantiques des 3-variétés de Kuperberg, qui sont basées s...
In this thesis, we study Kuperberg's Hopf algebra approach to quantum invariants of closed 3-manifol...
30 pages, 24 figuresInternational audienceWe give a categorical setting in which Penrose graphical c...
30 pages, 24 figuresInternational audienceWe give a categorical setting in which Penrose graphical c...
30 pages, 24 figuresInternational audienceWe give a categorical setting in which Penrose graphical c...
30 pages, 24 figuresInternational audienceWe give a categorical setting in which Penrose graphical c...
We give a categorical setting in which Penrose graphical calculus naturally extends to graphs drawn ...
We show that the closed 3-manifold invariants of G. Kuperberg constructed from an involutive Hopf al...
30 pages, 24 figuresInternational audienceWe give a categorical setting in which Penrose graphical c...
We show that the closed 3-manifold invariants of G. Kuperberg constructed from an involutive Hopf al...
We recapture Kuperberg's numerical invariant of 3-manifolds associated to a semisimple and cosemisim...
We establish a 3-manifold invariant for each finite-dimensional, involutory Hopf algebra. I...