G. Martinelli

activity

20232026

most citedKaon radiative leptonic decay rates from lattice QCD simulations at the physical point

5 citations · 7 across the 8 of their papers we have counts for

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4 papers · 1 filter

hep-ph2026

Rare kaon decays $K^{-} \to ℓ^{-} ν ˉ_{ℓ} ℓ^{' +} ℓ^{' -}$ : Standard Model predictions from lattice QCD

R. Di Palma, R. Frezzotti, G. Gagliardi +6

Weak decays of charged kaons with an additional lepton-antilepton pair, $K^{-} \to ℓ^{-} ν ˉ_{ℓ} ℓ^{' +} ℓ^{' -}$ ( $K_{ℓ 2 ℓ^{'}}$ ), are suppressed at order $O(G_{F}^{2}α_{\…

hep-ph2024

Super-Leading Logarithms in $pp \to 2$ Jets

Thomas Becher, Patrick Hager, Giuliano Martinelli +3

Jet observables at hadron colliders feature ''super-leading'' logarithms, double-logarithmic corrections resulting from a breakdown of color coherence due to complex phases in hard…

hep-ph2024

What we can learn from the angular differential rates (only) in semileptonic $B \to D^{*} ℓ ν_{ℓ}$ decays

G. Martinelli, S. Simula, L. Vittorio

We present a simple approach to the study of semileptonic $B \to D^{*} ℓ ν_{ℓ}$ decays based on the angular distributions of the final state particles only. Our approach is model…

hep-ph2023★ 2 cited

Updates on the determination of $∣ V_{c b} ∣$ , $R (D^{*})$ and $∣ V_{u b} ∣/∣ V_{c b} ∣$

G. Martinelli, S. Simula, L. Vittorio

We present an updated determination of the values of $∣ V_{c b} ∣$ , $R (D^{*})$ and $∣ V_{u b} ∣/∣ V_{c b} ∣$ based on the new data on semileptonic $B \to D^* \el…

Rare kaon decays K−→ℓ−νˉℓ​ℓ′+ℓ′−: Standard Model predictions from lattice QCD

Super-Leading Logarithms in pp→2 Jets

What we can learn from the angular differential rates (only) in semileptonic B→D∗ℓνℓ​ decays

Updates on the determination of ∣Vcb​∣, R(D∗) and ∣Vub​∣/∣Vcb​∣

Rare kaon decays $K^{-} \to ℓ^{-} ν ˉ_{ℓ} ℓ^{' +} ℓ^{' -}$ : Standard Model predictions from lattice QCD

Super-Leading Logarithms in $pp \to 2$ Jets

What we can learn from the angular differential rates (only) in semileptonic $B \to D^{*} ℓ ν_{ℓ}$ decays

Updates on the determination of $∣ V_{c b} ∣$ , $R (D^{*})$ and $∣ V_{u b} ∣/∣ V_{c b} ∣$