Hepp’s bound for Feynman graphs and matroids
We study a rational matroid invariant, obtained as the tropicalization of the Feynman period integral. It equals the volume of the polar of the matroid polytope and we give efficient formulas for its computation. This invariant is proven to respect all known identities of Feynman integrals for graph...
Main Author: | Panzer, E |
---|---|
Format: | Journal article |
Language: | English |
Published: |
European Mathematical Society
2022
|
Similar Items
-
Hepp bounds of phi^4 graphs with <=11 loops
by: Panzer, E
Published: (2022) -
Feynman integrals via hyperlogarithms
by: Panzer, E
Published: (2014) -
Some open problems on Feynman periods
by: Panzer, E
Published: (2020) -
Families of matroids induced by classes of graphs
by: Mayhew, D
Published: (2005) -
Feynman amplitudes on moduli spaces of graphs
by: Berghoff, M
Published: (2020)