Daniel Hoying

most cited

Δ I = 3/2

and

Δ I = 1/2

channels of

K \to π π

decay at the physical point with periodic boundary conditions

7 citations · 9 across the 2 of their papers we have counts for

collaborators

2 papers

hep-lat2023★ 7 cited

$Δ I = 3/2$ and $Δ I = 1/2$ channels of $K \to π π$ decay at the physical point with periodic boundary conditions

Thomas Blum, Peter A. Boyle, Daniel Hoying +7

We present a lattice calculation of the $K \to π π$ matrix elements and amplitudes with both the $Δ I = 3/2$ and 1/2 channels and $ε^{'}$ , the measure of direct $C P$ violation.…

hep-lat2021★ 2 cited

Static Potential At Non-zero Temperatures From Fine Lattices

D. Hoying, A. Bazavov, D. Bala +7

We report on a preliminary study of static quark anti-quark potential at non-zero temperature in $2 + 1$ flavor QCD using $9 6^{3} \times N_{τ}$ lattices with lattice spacing $a = 0.028$ fm,…

ΔI=3/2 and ΔI=1/2 channels of K→ππ decay at the physical point with periodic boundary conditions

Static Potential At Non-zero Temperatures From Fine Lattices

$Δ I = 3/2$ and $Δ I = 1/2$ channels of $K \to π π$ decay at the physical point with periodic boundary conditions