Lessons from All Logs Summation in Yukawa Theories
I.F. Ginzburg
TL;DR
This paper reviews historical results on summing all logarithmic contributions in Yukawa theories and discusses their implications for understanding complex phenomena like Pomeron and odderon in QCD.
Contribution
It provides insights from Yukawa theory summations to inform the modeling of high-energy QCD processes such as Pomeron and odderon.
Findings
Features of total logarithmic summation in Yukawa theory are summarized.
Lessons from Yukawa summations are applied to QCD phenomena.
Implications for Pomeron and odderon descriptions are discussed.
Abstract
Some features of old results in the total summation of all logarithmic contributions of all diagrams in Yukawa theory are presented. We discuss some lessons from this picture for the description of Pomeron, odderon, etc. in QCD.
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