4 papers
math.GT2004
Finite order invariants for -torus knots and the curve
Svetlana Tyurina, Alexander Varchenko
We describe the algebra of finite order invariants on the set of all -torus knots.
math.AT1999
Diagram formulas of the Viro-Polyak type for finit degree invariants
Svetlana D. Tyurina
Vassiliev's knot invariants can be computed in different ways but many of them as Kontsevich integral are very difficult. We consider more visual diagram formulas of the type Polya…
math.AT1999
Explicit formulas for the Vassiliev knot invariants
Svetlana D. Tyurina
Vassiliev's knot invariants can be computed in different ways but many of them as Kontsevich integral are very difficult. We consider more visual diagram formulas of the type Polya…
math.AT1999
On formulas of the Lannes and Viro-Polyak type for the finite degree invariants
Svetlana D. Tyurina
Vassiliev's knot invariants can be computed in different ways but many of them as Kontsevich integral are very difficult. We consider more visual diagram formulas of the type Polya…