Amplitude analysis of $ B^0 \to K^0_S K^+ K^-$ decays in a quasi-two-body QCD factorization approach
J.-P. Dedonder, R. Kami\'nski, L. Le\'sniak, B. Loiseau, P., \.Zenczykowski

TL;DR
This paper develops a quasi-two-body QCD factorization model for the decay $B^0 o K^0_S K^+ K^-$, fitting experimental data and analyzing CP asymmetries with a small set of parameters.
Contribution
It introduces a novel amplitude model incorporating kaon interactions and unitarity constraints, fitting existing data with high accuracy and providing a basis for future experimental analyses.
Findings
Model fits 2010 Belle and 2012 BABAR data with $ ext{chi}^2$/dof = 1.43.
Dominant decay mode is $f_0(K^+K^-) K^0_S$ with 83%.
Predicted total CP asymmetry is -0.11%, consistent with experimental results.
Abstract
The decay amplitude is derived within a quasi-two-body QCD factorization framework in terms of kaon form factors and to two-kaon-transition functions. The final state kaon-kaon interactions in the , , and waves are taken into account. The unitarity constraints are satisfied for the two kaons in scalar states. It is shown that with few terms of the full decay amplitude one may reach a fair agreement with the total branching fraction and Dalitz-plot projections published in 2010 by the Belle Collaboration and in 2012 by the Collaboration. With 13 free parameters, our model fits the corresponding 422 data with a of 583.6 which leads to a per degree of freedom equal to 1.43. The dominant branching fraction arises from the mode with 83.0 of the total branching. The next important mode is…
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Taxonomy
TopicsParticle physics theoretical and experimental studies · Quantum Chromodynamics and Particle Interactions · Black Holes and Theoretical Physics
