Yansong Feng

@fffmath_crypto

Cryptography, ZKP, Lattice, MPC.

fffmath.com

Joined April 2023

128 Following

50 Followers

Replies Reposts Media

Yansong Feng
@fffmath_crypto
Aug 25
I tried to prove Boneh-Lipton conjecture first with 5.6 sol and then failed. But it told me maybe is not necessary to use this conjecture and then used only ten minutes to return me a proper answer…
IACR ePrint Updates
@Lhree
Aug 22
[New] Jacobi Signatures, Revisited (Yansong Feng) ia.cr/2026/1726
Yansong Feng
@fffmath_crypto
Jul 29
amazing😭
Anthropic
@AnthropicAI
Jul 28
Replying to @AnthropicAI
Full technical details of both attacks are provided in our new papers: On HAWK: anthropic.com/document/hawk_… On AES: anthropic.com/document/aes_m… And the associated model chain-of-thought for AES: anthropic.com/document/aes_m…
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Yansong Feng
@fffmath_crypto
Aug 23, 2025
crypto'25 & pokemon wcs 25! I really hope canteen in aarhus university can provide breakfast like ucsb
Yansong Feng
@fffmath_crypto
May 3, 2025
Accepted by Crypto'25!!! I'm currently attending Eurocrypt'25—feel free to reach out and discuss!
Yansong Feng
@fffmath_crypto
Feb 15, 2025
We use tools from additive combinatorics to compute the bounds of Coppersmith's method and obtain a series of elegant results. Previously, computing these bounds involved tedious manual calculations or heuristics. Our method is provable and efficient and the code is open-sourced.
Yansong Feng
@fffmath_crypto
Feb 15, 2025
We use tools from additive combinatorics to compute the bounds of Coppersmith's method and obtain a series of elegant results. Previously, computing these bounds involved tedious manual calculations or heuristics. Our method is provable and efficient and the code is open-sourced.
IACR ePrint Updates
@Lhree
Feb 15, 2025
[Revised] Computing Asymptotic Bounds for Small Roots in Coppersmith's Method via Sumset Theory (Yansong Feng and Hengyi Luo and Qiyuan Chen and Abderrahmane Nitaj and Yanbin Pan) ia.cr/2024/1330

Yansong Feng

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