Purely leptonic decays of the ground charged vector mesons

The study of the purely leptonic decays of the ground charged vector mesons is very interesting and significant in determining the CKM matrix elements, obtaining the decay constant of vector mesons, examining the lepton flavor universality, and searching for new physics beyond the standard model. These purely leptonic decays of the ground charged vector mesons are induced by the weak interactions within the standard model, and usually have very small branching ratios, B(rho(-) -> l(-) nu(l)) similar to O(10(-13)), B(K- -> l(-) nu(l)) similar to O(10(-13)), B(D-d*(-) -> l(-) nu(l)) similar to O(10(-10)), B(B-u*(-) -> l(-) nu(l)) similar to O(10(-10)), B(D-s*(-) -> l(-) nu(l)) similar to O(10(-6)) and B(B-c(*-) -> l(-) nu(l)) similar to O(10(-6)). Inspired by the potential prospects of LHCb, Belle-II, STCF, CEPC and FCC-ee experiments, we discussed the probabilities of experimental investigation on these purely leptonic decays. It is found that the measurements of these decays might be possible and feasible with the improvement of data statistics, analytical technique, and measurement precision in the future. (1) With the hadron-hadron collisions, the purely leptonic decays of rho(-), K*(-), D-d,D-s*(-) and B-u,B-c*(-) mesons might be accessible at LHC experiments. (2) With the e(+) e(-) collisions, the purely leptonic decays of D-d,D-s*(- )and B-u,B-c*(-) mesons might be measurable with over 10(12) Z(0) bosons available at CEPC and FCC-ee experiments. In addition, the D-d,D-s*(- )-> l(-) nu(l) decays could also be studied at Belle-II and SCTF experiments.

Automated summary

The study of purely leptonic decays of ground charged vector mesons is important for determining CKM matrix elements and exploring new physics beyond the standard model. With improvements in data statistics and experimental techniques, these decays could be measured in future experiments such as LHC, CEPC, and FCC-ee, providing valuable insights into lepton flavor universality and weak interactions.