New extended Crewther-type relation
A.L. Kataev (INR. Moscow), S.V. Mikhailov (JINR, Dubna)

TL;DR
This paper introduces a conjecture about the structure of conformal symmetry breaking in the generalized Crewther relation, leading to new connections between QCD expansion coefficients of key sum rules.
Contribution
It proposes a novel conjecture on the conformal symmetry breaking term in the generalized Crewther relation, revealing new relations between QCD expansion coefficients.
Findings
New relations between QCD expansion coefficients of the Adler D-function and Bjorken sum rule
Conjecture about the detailed structure of conformal symmetry breaking
Implications for understanding conformal symmetry in QCD
Abstract
We propose a conjecture about the detailed structure of the conformal symmetry breaking term in the generalized Crewther relation. We conclude that this conjecture leads to new relations between the QCD expansion coefficients of the Adler D-function and the polarized Bjorken sum rule B
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