Abstract

The theoretical analysis of the γγ → π0η process is presented within the energy range up to 1.4 GeV. The S -wave resonance a0(980) is described involving the coupled channel dispersive framework and the D-wave a2(1320) is approximated as a Breit-Wigner resonance. For the a0(980) the pole is found on the IV Riemann sheet resulting in a two-photon decay width of Γa0 → γγ = 0.27(4) keV. The first dispersive prediction is provided for the single-virtual γγ*(Q2) → π0η process in the spacelike region up to Q2 = 1 GeV2.

Highlights

  • The comprehensive study of the reaction γγ∗ → π0η with one off-shell photon serves as important constraint to the hadronic light-by-light contribution to the anomalous magnetic moment of the muon aμ [1]

  • Measuring photon-fusion processes with a single tagged technique is a part of two-photon physics program of the BESIII Collaboration [2]

  • T- and u-channel vector meson exchange terms lead to the logarithmic behavior of the p.w. amplitudes, from which the position of the closest lefthand cut sL can be extracted

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Summary

Introduction

The comprehensive study of the reaction γγ∗ → π0η with one off-shell photon serves as important constraint to the hadronic light-by-light contribution to the anomalous magnetic moment of the muon aμ [1]. Measuring photon-fusion processes with a single tagged technique is a part of two-photon physics program of the BESIII Collaboration [2]. There is only real photon high-statistic data from Belle Collaboration [3], which provides the valuable information on the nature of two resonances: scalar a0(980) and tensor a2(1320). It allows to extract the two-photon strength of the 0++ isovector channel. The proposed dispersive method [7] complies with the fundamental properties of the S -matrix, i.e. analyticity and unitarity, and in principle allows a parameter-free description of both real and single-virtual processes. For studying the low-lying resonances, it is convenient to perform the partial wave (p.w.) expansion of the helicity amplitudes with the fixed isospin (I)

Coupled-channel Omnès representation
Left-hand cuts
1.31 GeV 30
Results
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