D. van Dyk

activity

20092026

most citedComprehensive Bayesian Analysis of Rare (Semi)leptonic and Radiative B Decays

202 citations · 1.9k across the 37 of their papers we have counts for

collaborators

Showing 2016Show all

4 papers · 1 filter

hep-ph2016★ 49 cited

Measuring the Breaking of Lepton Flavour Universality in $B \to K^{*} ℓ^{+} ℓ^{-}$

Nicola Serra, Rafael Silva Coutinho, Danny van Dyk

We propose measurements of weighted differences of the angular observables in the rare decays $B \to K^{*} ℓ^{+} ℓ^{-}$ . The proposed observables are very sensitive to the difference…

hep-ph2016★ 30 cited

QCD Factorization for $B \to π π ℓ ν$ Decays at Large Dipion Masses

Philipp Böer, Thorsten Feldmann, Danny van Dyk

We introduce a factorization formula for semi-leptonic $b \to u$ transitions in the exclusive decay mode $B^{-} \to π^{+} π^{-} ℓ^{-} ν ˉ_{ℓ}$ in the limit of large pion energies and la…

hep-ph2016★ 34 cited

Using $Λ_{b} \to Λ μ^{+} μ^{-}$ data within a Bayesian analysis of $∣Δ B ∣ = ∣Δ S ∣ = 1$ decays

Stefan Meinel, Danny van Dyk

We study the impact of including the baryonic decay $Λ_{b} \to Λ (\to p π^{-}) μ^{+} μ^{-}$ in a Bayesian analysis of $∣Δ B ∣ = ∣Δ S ∣ = 1$ transitions. We perform fits of the Wilson coefficients…

hep-ph2016★ 20 cited

Impact of leptonic $τ$ decays on the distribution of $B \to P μ ν ˉ$ decays

Marzia Bordone, Gino Isidori, Danny van Dyk

We calculate the fully-differential rate of the decays $B \to P τ (\to μ ν ˉ ν) ν ˉ$ where $P = D, π$ , which is a background to the semimuonic decays $B \to P μ ν ˉ$ . The decays with a…

Measuring the Breaking of Lepton Flavour Universality in B→K∗ℓ+ℓ−

QCD Factorization for B→ππℓν Decays at Large Dipion Masses

Using Λb​→Λμ+μ− data within a Bayesian analysis of ∣ΔB∣=∣ΔS∣=1 decays

Impact of leptonic τ decays on the distribution of B→Pμνˉ decays

Measuring the Breaking of Lepton Flavour Universality in $B \to K^{*} ℓ^{+} ℓ^{-}$

QCD Factorization for $B \to π π ℓ ν$ Decays at Large Dipion Masses

Using $Λ_{b} \to Λ μ^{+} μ^{-}$ data within a Bayesian analysis of $∣Δ B ∣ = ∣Δ S ∣ = 1$ decays

Impact of leptonic $τ$ decays on the distribution of $B \to P μ ν ˉ$ decays