Precision flavour physics with $B\to K\nu\bar\nu$ and $B\to Kl^+l^-$

We discuss how the combined analysis of $B \to K ν \overset{ˉ}{ν}$ and $B \to K l^{+} l^{-}$ can provide us with new physics tests practically free of form factor uncertainties. Residual theory errors are at the level of several percent. This study underlines the excellent motivation for measuring these modes at a Super Flavour Factory, or, in the case of $B \to K l^{+} l^{-}$ , also at a hadron collider.

Precision flavour physics with $B \to K ν \overset{ˉ}{ν}$ and $B \to K l^{+} l^{-}$

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Precision flavour physics with $B \to K ν \overset{ˉ}{ν}$ and $B \to K l^{+} l^{-}$

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Precision flavour physics with B→KννˉB→Kννˉ and B→Kl+l−B→Kl+l−

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Precision flavour physics with B→KννˉB→Kννˉ and B→Kl+l−B→Kl+l−

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Precision flavour physics with $B \to K ν \overset{ˉ}{ν}$ and $B \to K l^{+} l^{-}$

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Precision flavour physics with $B \to K ν \overset{ˉ}{ν}$ and $B \to K l^{+} l^{-}$

讲解博客

AI智能校验