© | << < ? > >> | Dror Bar-Natan: Talks:
Abstract. I will explain how Feynman diagrams arise in pure algebra: how the computation of compositions of maps of a certain natural class, from one polynomial ring into another, naturally leads to a certain composition operation of quadratics and to Feynman diagrams.
I will also explain, with very little detail, how this is used in the construction of some very well-behaved poly-time computable knot polynomials, and then with better detail, why I care about having such invariants.
Joint work with Roland van der Veen.
Handout: FDA.html, FDA.pdf, FDA.png.
Links: Ov akt hm sl2