The Decay B --> K l^+ l^- at Low Hadronic Recoil and Model-Independent Delta B = 1 Constraints
Christoph Bobeth, Gudrun Hiller, Danny van Dyk, Christian Wacker

TL;DR
This paper analyzes the decay B --> K l^+ l^- at low recoil, providing systematic predictions, model-independent constraints on new physics, and improved bounds on the zero of the forward-backward asymmetry based on recent experimental data.
Contribution
It offers a comprehensive theoretical framework for B --> K l^+ l^- decays at high q^2, including model-independent constraints and refined bounds on asymmetry zero points.
Findings
Decay rates depend on a common short-distance coefficient combination.
CP asymmetries are predicted to be identical for B --> K^* l^+ l^- and B --> K l^+ l^-.
New physics scales are constrained to be above 44 TeV for constructive interference.
Abstract
We study the decay B --> K l^+ l^- for l = e,mu,tau with a softly recoiling kaon, that is, for high dilepton invariant masses sqrt{q^2} of the order of the b-quark mass. This kinematic region can be treated within an operator product expansion and simplified using heavy quark symmetry, leading to systematic predictions for heavy-to-light processes such as B --> K^(*) l^+ l^-. We show that the decay rates of both B --> K^* l^+ l^- and B --> K l^+ l^- decays into light leptons depend on a common combination of short-distance coefficients. The corresponding CP-asymmetries are hence identical. Furthermore we present low recoil predictions for B --> K l^+ l^- observables, including the flat term in the angular distribution which becomes sizable for taus. We work out model-independently the constraints on Delta B = 1 operators using the most recent data from the experiments BaBar, Belle, CDF…
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