AbstractThis paper provides a topological interpretation for number theoretic properties of quantum invariants of 3-manifolds. In particular, it is shown that the p-adic valuation of the quantum SO(3)-invariant of a 3-manifold M, for odd primes p, is bounded below by a linear function of the modp first betti number of M. Sharper bounds using more delicate topological invariants are given as well
International audienceA single qubit may be represented on the Bloch sphere or similarly on the 3-sp...
We review Kohno's definition of 3-manifold invariants coming from the conformal field theory associa...
International audienceA single qubit may be represented on the Bloch sphere or similarly on the 3-sp...
This paper provides a topological interpretation for number theoretic properties of quantum invarian...
AbstractThis paper provides a topological interpretation for number theoretic properties of quantum ...
In this article, we introduce a fixed parameter tractable algorithm for computing the Turaev-VIRO in...
AbstractWe consider quantum invariants of 3-manifolds associated with arbitrary simple Lie algebras....
We analyze the two variable series invariant for knot complements originating from a categorificatio...
We analyze the two variable series invariant for knot complements originating from a categorificatio...
24 pages, including 3 appendicesQuantum topology provides various frameworks for defining and comput...
This work concerns the quantum invariants of links and 3-manifolds. This work consists of two distin...
The Reshetikhin-Turaev approach to topological invariants of three-manifolds is generalized to quant...
This work concerns the quantum invariants of links and 3-manifolds. This work consists of two distin...
International audienceA single qubit may be represented on the Bloch sphere or similarly on the 3-sp...
International audienceA single qubit may be represented on the Bloch sphere or similarly on the 3-sp...
International audienceA single qubit may be represented on the Bloch sphere or similarly on the 3-sp...
We review Kohno's definition of 3-manifold invariants coming from the conformal field theory associa...
International audienceA single qubit may be represented on the Bloch sphere or similarly on the 3-sp...
This paper provides a topological interpretation for number theoretic properties of quantum invarian...
AbstractThis paper provides a topological interpretation for number theoretic properties of quantum ...
In this article, we introduce a fixed parameter tractable algorithm for computing the Turaev-VIRO in...
AbstractWe consider quantum invariants of 3-manifolds associated with arbitrary simple Lie algebras....
We analyze the two variable series invariant for knot complements originating from a categorificatio...
We analyze the two variable series invariant for knot complements originating from a categorificatio...
24 pages, including 3 appendicesQuantum topology provides various frameworks for defining and comput...
This work concerns the quantum invariants of links and 3-manifolds. This work consists of two distin...
The Reshetikhin-Turaev approach to topological invariants of three-manifolds is generalized to quant...
This work concerns the quantum invariants of links and 3-manifolds. This work consists of two distin...
International audienceA single qubit may be represented on the Bloch sphere or similarly on the 3-sp...
International audienceA single qubit may be represented on the Bloch sphere or similarly on the 3-sp...
International audienceA single qubit may be represented on the Bloch sphere or similarly on the 3-sp...
We review Kohno's definition of 3-manifold invariants coming from the conformal field theory associa...
International audienceA single qubit may be represented on the Bloch sphere or similarly on the 3-sp...
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