50 citations · 232 across the 57 of their papers we have counts for
Showing 2000 · hep-phShow all
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hep-ph2000★ 1 cited
Structure of High Order Corrections to Lipatov's Asymptotics
I. M. Suslov
High orders of perturbation theory can be calculated by the Lipatov method, whereby they are determined by saddle-point configurations (instantons) of the corresponding functional…
hep-ph2000★ 4 cited
Gell-Mann - Low Function in the Phi^4 Theory
I. M. Suslov
An algorithm is proposed for the determination of the asymptotics of a sum of a perturbation series from the given values of its coefficients in the strong-coupling limit. When app…
hep-ph2000★ 5 cited
High orders of perturbation theory: are renormalons significant?
I. M. Suslov
According to Lipatov, the high orders of perturbation theory are determined by saddle-point configurations (instantons) of the corresponding functional integrals. According to t'Ho…