Zhongyipan Lin

activity

20202026

most citedCrystalline lifts and a variant of the Steinberg-Winter theorem

1 citations · 1 across the 8 of their papers we have counts for

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quant-ph2020

Comment on 'Semi-Quantum Private Comparison Based on Bell States'

You-Lin Chen, Yu-Chin Lu, Zhong-Xuan Lin +1

This study points out a semi-quantum protocol for private comparison using Bell states (SQPC) suffering from the double C-NOT attack and the malicious agent attack. The attacker ca…

math.NT2020

Lyndon-Demushkin method and crystalline lifts of $G_{2}$ -valued Galois representations

Zhongyipan Lin

We show for all local fields $K / Q_{p}$ , with $p > 3$ , all representations $ρ ˉ : G_{K} \to G_{2} (F ˉ_{p})$ admit a crystalline lift $ρ : G_{K} \to G_{2} (Z ˉ_{p})$ …

math.NT2020★ 1 cited

Crystalline lifts and a variant of the Steinberg-Winter theorem

Zhongyipan Lin

Let $K / Q_{p}$ be a finite extension. For all irreducible representations $ρ ˉ : G_{K} \to G (F ˉ_{p})$ valued in a general reductive group $G$ , we construct crystal…

Comment on 'Semi-Quantum Private Comparison Based on Bell States'

Lyndon-Demushkin method and crystalline lifts of G2​-valued Galois representations

Crystalline lifts and a variant of the Steinberg-Winter theorem

Lyndon-Demushkin method and crystalline lifts of $G_{2}$ -valued Galois representations