The design of algorithms and hardware implementation for signal processing systems has
received considerable attention over the last few decades. The primary area of application …

Polynomial multiplication is the basic and most computationally intensive operation in ring-
learning with errors (ring-LWE) encryption and" somewhat" homomorphic encryption (SHE) …

Modular exponentiation in the Rivest, Shamir, and Adleman cryptosystem is usually
achieved by repeated modular multiplications on large integers. To speed up the …

Modular exponentiation with a large modulus and exponent is a fundamental operation in
many public-key cryptosystems. This operation is usually accomplished by repeating …

The Rivest Shamir Adleman (RSA) cryptosystem, named after its creators, is one of the most
popular public key cryptosystems. The RSA cryptosystem has been utilized for e-commerce …

For cryptographic applications, such as DSA, RSA and ECC systems, the crypto‐processors
are required to perform modular multiplication (MM) on large integers over Galois field. A …

This paper presents an advanced hardware implementation of Modular Multiplication based
on Montgomery Modular Multiplier (MMM) architecture. The proposed algorithm is a …

随着人们对农产品企业品牌认知程度的提高, 鉴别农产品产地的防伪系统对于维护消费者权益和
提高企业竞争力具有重要意义. 为保障食品安全, 维护农产品生产者利益和消费者权益 …

Modular multiplication with a large modulus plays a vital role in many Public-Key
Cryptosystems (PKCs) such as RSA and Elliptic Curve Cryptosystem (ECC). Montgomery …

The performance of RSA depends strongly on the competent implementation of modular
multiplication and modular exponentiation. Performance can be improved in three ways:(i) …