A new measurement of the structure functions $P_{LL}-P_{TT}/epsilon$ and $P_{LT}$ in virtual Compton scattering at $Q^2=$ 0.33 (GeV/c)$^2$
The MAMI-A1 Collaboration: P. Janssens, L. Doria, P. Achenbach, C., Ayerbe Gayoso, D. Baumann, J.C. Bernauer, I.K. Bensafa, R. B\"ohm, D. Bosnar,, E. Burtin, N. D'Hose, X. Defa\"y, M. Ding, M.O. Distler, H. Fonvieille, J., Friedrich, J.M. Friedrich, G. Laveissi\`ere, M. Makek

TL;DR
This paper reports a new measurement of proton structure functions in virtual Compton scattering at low momentum transfer, using refined data analysis that suggests a non-trivial Q^2 evolution of generalized polarizabilities.
Contribution
The study provides the first measurement of specific structure functions at Q^2=0.33 GeV^2 using an improved analysis method, confirming complex Q^2 dependence of proton polarizabilities.
Findings
Larger structure function values than previous measurements.
Results support non-trivial Q^2 evolution of generalized polarizabilities.
Highlights need for further low-Q^2 measurements.
Abstract
The cross section of the reaction has been measured at (GeV/c). The experiment was performed using the electron beam of the MAMI accelerator and the standard detector setup of the A1 Collaboration. The cross section is analyzed using the low-energy theorem for virtual Compton scattering, yielding a new determination of the two structure functions P_LL}-P_{TT}/epsilon and which are linear combinations of the generalized polarizabilities of the proton. We find somewhat larger values than in the previous investigation at the same . This difference, however, is purely due to our more refined analysis of the data. The results tend to confirm the non-trivial -evolution of the generalized polarizabilities and call for more measurements in the low- region ( 1 (GeV/c)).
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
