Description
We present a basis of eigenvectors for the graph building operators of planar fishnet Feynman integrals in d-dimensions. The eigenvectors are constructed with a set of creation/annihilation operators that satisfy the corresponding Zamolodchikovs-Faddeev algebra.
The spectral decomposition of a fishnet integral
we achieved can be applied to the computation of
Basso-Dixon integrals in higher dimensions.
Primary author
Sergey Derkachov
(PDMI)