Estimation of the large order behavior of the plaquette
Taekoon Lee
TL;DR
This paper estimates the large order behavior of the average plaquette by leveraging the universality of vacuum condensates and relating it to the Adler function, providing insights into infrared renormalon effects.
Contribution
It introduces a method to estimate the normalization constant of the plaquette's large order behavior using the Adler function and vacuum condensate universality.
Findings
Estimated the normalization constant of the plaquette's large order behavior.
Linked infrared renormalon effects to vacuum condensate universality.
Provided a new approach to analyze large order asymptotics in QCD.
Abstract
The universality of vacuum condensate can be exploited to relate the infrared renormalon caused large order behaviors of different processes. As an application the normalization constant of the large order behavior of the average plaquette is estimated using the Adler function.
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