Ru-Ying Tang

collaborators

3 papers

math.CO2022

The constant of point-line incidence constructions

Martin Balko, Adam Sheffer, Ruiwen Tang

We study a lower bound for the constant of the Szemerédi-Trotter theorem. In particular, we show that a recent infinite family of point-line configurations satisfies $I({\mathcal P…

hep-ph2022

Unbinned Angular Analysis of $B \to D^{*} (D π) ℓ ν_{ℓ}$ and $C_{V_{R}}$

Zhuo-Ran Huang, Emi Kou, Cai-Dian Lü +1

A sensitivity study of the unbinned angular analysis of the $B \to D^{*} (D π) ℓ ν_{ℓ}$ decay is presented. In the analysis, it is shown that the Wilson coefficient of the right-hand…

hep-ph2020

Revisit to the $b \to c τ ν$ transition: in and beyond the SM

Kingman Cheung, Zhuo-Ran Huang, Hua-Dong Li +3

We perform an analysis of the $b \to c τ ν$ data, including $R (D^{(*)})$ , $R (J / ψ)$ , $P_{τ} (D^{*})$ and $F_{L}^{D^{*}}$ , within and beyond the Standard Model (SM). We fit the $B \to D^{(*)}$ …

The constant of point-line incidence constructions

Unbinned Angular Analysis of B→D∗(Dπ)ℓνℓ​ and CVR​​

Revisit to the b→cτν transition: in and beyond the SM

Unbinned Angular Analysis of $B \to D^{*} (D π) ℓ ν_{ℓ}$ and $C_{V_{R}}$

Revisit to the $b \to c τ ν$ transition: in and beyond the SM