Cryptography and Residue Arithmetic -- 专题文献

专题：Cryptography and Residue Arithmetic

This cluster of papers explores the applications, algorithms, and implementations of elliptic curve cryptography, with a focus on pairing-based cryptosystems, efficient algorithms for finite fields, quantum-resistant cryptosystems, and protection against side-channel attacks. It also covers hardware implementations and the use of elliptic curves in public key encryption.

专题：Cryptography and Residue Arithmetic

最新文献

Secure Onion Encryption and the Case of Counter Galois Onion

Succinct Garbled Circuits with Low-Depth Garbling Algorithms

Counter Galois Onion ($$\textsf{CGO}$$): Fast Non-malleable Onion Encryption for Tor

Carry ‑ Structured Block Factorization A Structural Model for Integer Factorization Based on Block Decomposition and Carry Propagation

Complex Multiplication as a Transcendence Predicate for Degree-2 Polynomial Continued Fractions

Complex Multiplication as a Transcendence Predicate for Degree-2 Polynomial Continued Fractions

The d=6 Exact-Base Branch for E677 Magmas

Base-60 as a Three-Dimensional Prime Lattice: A Numerical Foundation for Exact Finite Division by the Primes Two, Three, and Five

TEBAC BSD-IV: Primitive Coordinate-Symbol Right Inverse and Finite Frame Attack

EML函数与 CL 函数:从积木范式到雕刻范式的生成元革命

近5年高被引文献