AbstractIn this paper, we describe the twisted Alexander polynomial of twist knots for nonabelian SL(2,C)-representations and investigate in detail the coefficient of the highest degree term as a function on the representation space of the knot group. In particular, we introduce the notion of monic representation and discuss its relation to the fiberedness of knots
In this paper we present a sequence of link invariants, defined from twisted Alexander polynomials, ...
lot of questions open. First of all, we are not yet able to overcome the technical difficulties invo...
We study the twisted Alexander invariants of fibred knots. We establish necessary conditions on the ...
AbstractIn this paper, we describe the twisted Alexander polynomial of twist knots for nonabelian SL...
Abstract. In this paper we will study properties of twisted Alexan-der polynomials of knots correspo...
International audienceLet $\Gamma$ be the fundamental group of the exterior of a knot in the three-s...
The twisted Alexander polynomial is defined as a rational function, not necessarily a polynomial. It...
We devote this note to expose an explicit form of the twisted Alexander invariant for irreducible me...
Abstract. Let K be a knot in S3 and X its complement. We study deformations of non-abelian, metabeli...
We study a twisted Alexander polynomial naturally associated to a hyperbolic knot in an integer homo...
International audienceLet $K$ be a knot in $S^3$ and $X$ its complement. We study deformations of no...
International audienceLet $K$ be a knot in $S^3$ and $X$ its complement. We study deformations of no...
AbstractThe Pontryagin dual of the based Alexander module of a link twisted by a GLNZ representation...
Abstract. In this paper we present a sequence of link invariants, defined from twisted Alexander pol...
As a generalization of a fundamental result about the Alexander polynomial of links, we give a descr...
In this paper we present a sequence of link invariants, defined from twisted Alexander polynomials, ...
lot of questions open. First of all, we are not yet able to overcome the technical difficulties invo...
We study the twisted Alexander invariants of fibred knots. We establish necessary conditions on the ...
AbstractIn this paper, we describe the twisted Alexander polynomial of twist knots for nonabelian SL...
Abstract. In this paper we will study properties of twisted Alexan-der polynomials of knots correspo...
International audienceLet $\Gamma$ be the fundamental group of the exterior of a knot in the three-s...
The twisted Alexander polynomial is defined as a rational function, not necessarily a polynomial. It...
We devote this note to expose an explicit form of the twisted Alexander invariant for irreducible me...
Abstract. Let K be a knot in S3 and X its complement. We study deformations of non-abelian, metabeli...
We study a twisted Alexander polynomial naturally associated to a hyperbolic knot in an integer homo...
International audienceLet $K$ be a knot in $S^3$ and $X$ its complement. We study deformations of no...
International audienceLet $K$ be a knot in $S^3$ and $X$ its complement. We study deformations of no...
AbstractThe Pontryagin dual of the based Alexander module of a link twisted by a GLNZ representation...
Abstract. In this paper we present a sequence of link invariants, defined from twisted Alexander pol...
As a generalization of a fundamental result about the Alexander polynomial of links, we give a descr...
In this paper we present a sequence of link invariants, defined from twisted Alexander polynomials, ...
lot of questions open. First of all, we are not yet able to overcome the technical difficulties invo...
We study the twisted Alexander invariants of fibred knots. We establish necessary conditions on the ...
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