activity
19962023
most citedA complete algebraic reduction of one-loop tensor Feynman integrals

51 citations · 125 across the 12 of their papers we have counts for

collaborators

12 papers

hep-ph2023★ 4 cited

Computer package DIZET v. 6.45

A. Arbuzov, J. Gluza, L. Kalinovskaya +3

The new version of the DIZET electroweak library is described. Changes and additional code features concerning the previous version are explained. The software allows one to make s…

hep-ph2017★ 12 cited

Scalar one-loop vertex integrals as meromorphic functions of space-time dimension d

Johannes Bluemlein, Khiem Hong Phan, Tord Riemann

Representations are derived for the basic scalar one-loop vertex Feynman integrals as meromorphic functions of the space-time dimension in terms of (generalized) hypergeometric…

hep-ph2016★ 6 cited

S-matrix approach to the Z resonance

T. Riemann

The proposed -collider FCC-ee aims at an unprecedented accuracy for collisions into fermion pairs at the peak, based on about events. The S-matrix ap…

hep-ph2011★ 12 cited

A solution for tensor reduction of one-loop N-point functions with N >= 6

J. Fleischer, T. Riemann

Collisions at the LHC produce many-particle final states, and for precise predictions the one-loop -point corrections are needed. We study here the tensor reduction for Feynman…

hep-ph2010★ 51 cited

A complete algebraic reduction of one-loop tensor Feynman integrals

J. Fleischer, T. Riemann

We set up a new, flexible approach for the tensor reduction of one-loop Feynman integrals. The 5-point tensor integrals up to rank R=5 are expressed by 4-point tensor integrals of…

hep-ph2009★ 15 cited

A recursive reduction of tensor Feynman integrals

T. Diakonidis, J. Fleischer, T. Riemann +1

We perform a recursive reduction of one-loop -point rank tensor Feynman integrals [in short: -integrals] for with by representing -integral…