Add to ORKGComments welcome!We construct a universal finite type invariant for knots in homology 3-spheres, refining Kricker's lift of the Kontsevich integral. This provides a full diagrammatic description of the graded space of finite type invariants of knots in homology 3-spheres
International audienceIn the setting of finite type invariants for null-homologous knots in rational...
International audienceIn the setting of finite type invariants for null-homologous knots in rational...
International audienceIn the setting of finite type invariants for null-homologous knots in rational...
Comments welcome!We construct a universal finite type invariant for knots in homology 3-spheres, ref...
Comments welcome!We construct a universal finite type invariant for knots in homology 3-spheres, ref...
International audienceWe study a theory of finite type invariants for nullhomologous knots in ration...
International audienceWe study a theory of finite type invariants for nullhomologous knots in ration...
International audienceWe study a theory of finite type invariants for nullhomologous knots in ration...
Cubic complexes appear in the theory of finite type invariants so often that one can ascribe them to...
68 pages. Change of title, updates and minor reorganization of notes of five lectures presented in t...
Cubic complexes appear in the theory of finite type invariants so often that one can ascribe them to...
AbstractWe use the Jaco-Shalen and Johannson theory of the characteristic submanifold and the Torus ...
Knot theory is not generally considered an algebraic subject, due to the fact that knots don’t have...
Knot theory is not generally considered an algebraic subject, due to the fact that knots don’t have...
AbstractThe present paper is a continuation of [11,6] devoted to the study of finite type invariants...
International audienceIn the setting of finite type invariants for null-homologous knots in rational...
International audienceIn the setting of finite type invariants for null-homologous knots in rational...
International audienceIn the setting of finite type invariants for null-homologous knots in rational...
Comments welcome!We construct a universal finite type invariant for knots in homology 3-spheres, ref...
Comments welcome!We construct a universal finite type invariant for knots in homology 3-spheres, ref...
International audienceWe study a theory of finite type invariants for nullhomologous knots in ration...
International audienceWe study a theory of finite type invariants for nullhomologous knots in ration...
International audienceWe study a theory of finite type invariants for nullhomologous knots in ration...
Cubic complexes appear in the theory of finite type invariants so often that one can ascribe them to...
68 pages. Change of title, updates and minor reorganization of notes of five lectures presented in t...
Cubic complexes appear in the theory of finite type invariants so often that one can ascribe them to...
AbstractWe use the Jaco-Shalen and Johannson theory of the characteristic submanifold and the Torus ...
Knot theory is not generally considered an algebraic subject, due to the fact that knots don’t have...
Knot theory is not generally considered an algebraic subject, due to the fact that knots don’t have...
AbstractThe present paper is a continuation of [11,6] devoted to the study of finite type invariants...
International audienceIn the setting of finite type invariants for null-homologous knots in rational...
International audienceIn the setting of finite type invariants for null-homologous knots in rational...
International audienceIn the setting of finite type invariants for null-homologous knots in rational...