Abstract
Employing results from a recent determination of the scalar Kπ form factor F0Kπwithin a coupled channel dispersion relation analysis [1], in this work we calculate the slope and curvature of F0Kπ(t) at zero momentum transfer. Knowledge of the slope and curvature of the scalar Kπ form factor, together with a recently calculated expression for F0Kπ(t) in chiral perturbation theory at order p6, enable to estimate the (p6) chiral constants C12r(Mρ) = (0.3±5.4).10−7and (C12r+C34r)(Mρ) = (3.2±1.5).10−6. Our findings also allow to estimate the contribution coming from the Cito the vector form factor F+Kπ(0) which is a crucial ingredient for a precise determination of |Vus| from Kl3decays. Our result F+Kπ(0)|Cir = − 0.018±0.009, though inflicted with large uncertainties, is in perfect agreement with a previous estimate by Leutwyler and Roos already made twenty years ago.
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