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Home/Authors/Haifeng Yu

Haifeng Yu

2 indexed papers

Recent (6 mo)
2
With code
0
Influential cites
0
Benchmarked
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Publications per year

2
26

Top categories

Crypto×2Info Theory×2

Frequent co-authors

Jian Ding2×
Cheng Wang2×
Hongju Li2×
Cheng Shu2×

Research Timeline

2026
Asymptotically Ideal Hierarchical Secret Sharing Based on CRT for Integer Ring

The paper proposes two new asymptotically ideal and secure Hierarchical Secret Sharing (HSS) schemes, disjunctive and conjunctive, utilizing the Chinese Remainder Theorem (CRT) over an integer ring and one-way functions.

Asymptotically Ideal Conjunctive Hierarchical Secret Sharing Scheme Based on CRT for Polynomial Ring

The paper introduces a novel, asymptotically ideal Conjunctive Hierarchical Secret Sharing (CHSS) scheme using the Chinese Remainder Theorem (CRT) for polynomial rings, achieving high security and an optimal information rate.

Highlighted terms show continued research focus across papers

Papers

cs.CRcs.ITRecentMar 23, 2026

Asymptotically Ideal Hierarchical Secret Sharing Based on CRT for Integer Ring

Jian Ding, Cheng Wang, Hongju Li, Cheng Shu +1 more

The paper proposes two new asymptotically ideal and secure Hierarchical Secret Sharing (HSS) schemes, disjunctive and conjunctive, utilizing the Chinese Remainder Theorem (CRT) over an integer ring an…

View →
cs.CRcs.ITRecentMar 23, 2026

Asymptotically Ideal Conjunctive Hierarchical Secret Sharing Scheme Based on CRT for Polynomial Ring

Jian Ding, Cheng Wang, Hongju Li, Cheng Shu +1 more

The paper introduces a novel, asymptotically ideal Conjunctive Hierarchical Secret Sharing (CHSS) scheme using the Chinese Remainder Theorem (CRT) for polynomial rings, achieving high security and an…

View →