11 citations · 12 across the 3 of their papers we have counts for
3 papers
math.GT2005
A survey of Bott-Taubes integration
Ismar Volic
It is well known that certain combinations of configuration space integrals defined by Bott and Taubes produce cohomology classes of spaces of knots. The literature surrounding thi…
math.AT2004★ 11 cited
Finite type knot invariants and calculus of functors
Ismar Volic
We associate a Taylor tower supplied by calculus of the embedding functor to the space of long knots and study its cohomology spectral sequence. The combinatorics of the spectral s…
math.GT2004★ 1 cited
Configuration space integrals and Taylor towers for spaces of knots
Ismar Volic
We describe Taylor towers for spaces of knots arising from Goodwillie-Weiss calculus of the embedding functor and extend the configuration space integrals of Bott and Taubes from s…