Computation of the coefficients for $p^6$ order anomalous chiral Lagrangian

Abstract

We present the results of computing the $p^6$ order low energy constants in the anomalous part of chiral Lagrangian both for two and three flavor pseudoscalar mesons. This is a generalization of our previous work on calculating the $p^6$ order coefficients for the normal part chiral Lagrangian in terms of the quark self energy $\Sigma (p^2)$. We show that most of our results are consistent with those we can find in the literature.

20 pages

References in corpus (3)

• Chiral Perturbation Theory Beyond One Loop
• On the Radiative Pion Decay
• Computation of the p6 order chiral Lagrangian coefficients from the underlying theory of QCD

Cited by in corpus (12)

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• Extracting the chiral anomaly from gamma pi --> pi pi
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• Meson-baryon effective chiral Lagrangians at order $p^4$
• Full pseudoscalar mesonic chiral Lagrangian at p6 order under the unitary group
• Computation of the $p^6$ order low-energy constants with tensor sources
• Derivation of the effective Chiral Lagrangian for pseudoscalar, scalar, vector and axial-vector mesons from QCD
• Chiral effective Lagrangian for heavy-light mesons from QCD
• Anomalous processes and leading logarithms
• Minimal Ward-Takahashi Vertices and Pion Light Cone Distribution Amplitudes from Gauge Invariant, Nonlocal, Dynamical Quark Model
• Chiral effective Lagrangian for excited heavy-light mesons from QCD