Calculation of a weak nonleptonic matrix element using “Weinberg” sum rules

Authors

John Donoghue, University of Massachusetts AmherstFollow

Publication Date

1995

Journal or Book Title

High Energy Physics

Abstract

There is a ``toy'' weak matrix element which can be expressed as an integral over the vector and axial vector spectral functions, $\rho_V (s) - \rho_A (s)$. I review our recent evaluation of these spectral functions, the study of four ``Weinberg'' sum rules and the calculation of this matrix element.

Comments

This is the pre-published version which is collected from arXiv.

Pages

1067

Volume

1-2

Book Series Title

Proceedings of the XXVII International Conference

Recommended Citation

Donoghue, John, "Calculation of a weak nonleptonic matrix element using “Weinberg” sum rules" (1995). High Energy Physics. 248.
Retrieved from https://scholarworks.umass.edu/physics_faculty_pubs/248