Shukun Wu

activity

20172025

most citedSecurity proof of the two-way quantum secure direct communication with channel loss and noise

1 citations · 1 across the 3 of their papers we have counts for

collaborators

4 papers

math.CA2025

Weighted $L^{2}$ estimates with applications to $L^{p}$ problems

Shukun Wu

We establish some weighted $L^{2}$ estimates for the Fourier extension operator in $R^{2}$ and discuss several applications to $L^{p}$ problems. These include estimates for the…

math.CA2024

A Kakeya maximal estimate for regulus strips

Shukun Wu

We prove Kakeya-type estimates for regulus strips. As a result, we obtain another epsilon improvement over the Kakeya conjecture in $R^{3}$ , by showing that the regulus stri…

math.CA2024

A bilinear estimate in $F_{p}$

Necef Kavrut, Shukun Wu

We improve an $L^{2} \times L^{2} \to L^{2}$ estimate for a certain bilinear operator in the finite field of size $p$ , where $p$ is a prime sufficiently large. Our method carefully picks t…

quant-ph2017★ 1 cited

Security proof of the two-way quantum secure direct communication with channel loss and noise

Jianyong Hu, Mingyong Jing, Peng Zhang +4

Quantum secure direct communication is one of the important mode of quantum communication, which sends secret information through a quantum channel directly without setting up a pr…

Weighted L2 estimates with applications to Lp problems

A Kakeya maximal estimate for regulus strips

A bilinear estimate in Fp​

Security proof of the two-way quantum secure direct communication with channel loss and noise

Weighted $L^{2}$ estimates with applications to $L^{p}$ problems

A bilinear estimate in $F_{p}$