cryptosystems

In the transmitter of cryptosystems, the plaintext is encrypted by means of international data encryption algorithms (IDEA).

Public Key Cryptosystems is one of the most key technology to achieve information security.

Based on the public key cryptosystems, the protocol implements mutual authentication and is of high security and efficiency.

Finite field inversion, an important module of elliptic curve cryptosystems and hyper-elliptic curve cryptosystems, is introduced.

Modular inversion is a part of the kernel for computations in the Galois field GF(p) used by many public key cryptosystems.

In this dissertation the elliptic curve cryptosystems and fast scalar multiplication algorithms are investigated.

Public-key Cryptosystems is one of the most important academic researches in the modern cryptography.

The speed of modular squaring is the key to the secure application in most public key cryptosystems and DSP(digital signal processing).

This paper researches chaotic cryptology, proposes and analyzes some new chaotic cryptosystems.

Until now, a large number of cryptosystems based on chaos and cellular automata have been proposed and systematically analyzed.

Most public-key cryptosystems -- including RSA, the most-widely adopted -- stem from prime-number theory.

This dissertation focuses on the analysis and design of cryptosystems based on complex dynamic systems.

The implementation of RSA cryptosystems is vulnerable to SCA attacks such as power analysis and time attack .

In addition, we propose the security architecture for IEEE 802. 16 mesh mode to improve the security based on cryptosystems.

A Finite Element Algorithm Used for Nonlinear Heat Flow Cryptosystems

Scalable VLSI Design and Implementation for Asymmetric Keys Cryptosystems Coprocessor

VLSI implementation of parameters selectable high-speed elliptic curve cryptosystems

Non-interactive Threshold Cryptosystems Secure Against Chosen Ciphertext Attacks in the Standard Model

VLSI Design of a New-Type Coprocessor for Elliptic Curve Cryptosystems

Construction and Enumeration of Boolean Permutation in Cryptosystems

Research on Elliptic Curves Cryptosystems and References Generating

Research on Evolutionary Cryptosystems and Evolutionary DES

Evolutionary cryptosystems and evolutionary design for DES

The Construction of Boolean Permutations in Cryptosystems

A New Redundant Binary Algorithm for the Elliptic Curves Cryptosystems

Design of chaotic output-cipher feedback stream cryptosystems

A Software controller for Elliptic Curves Public-Key Cryptosystems

A Class of Heat Flow Cryptosystems and Analysis of Results of Computer Simulations

discuss the elliptic curve cryptosystems mainly

Quantum Analysis of Modern Cryptosystems

A Fast Point Multiplication Algorithm for Elliptic Curve Cryptosystems Based on Integer Splitting

A Fast Realization for RSA Algorithm of Public Key Cryptosystems

An Anonymous Fingerprinting Scheme Based on Homomorphic Public Key Cryptosystems

Improvement of Proxy Digital Signature Scheme Based on Elliptic Curve Cryptosystems

Cryptoanalysis of cryptosystems based on the quadratic residue problem

Fast realization of encrypt ion and decryption based on two-dimensional heat flow cryptosystems

Further research on public-key cryptosystems based on third-order recurrence sequence

Some Notes on Two Threshold RSA Cryptosystems

Directed Group-key Signature Scheme Based on Elliptic Curve Cryptosystems

Security research based on elliptic curves cryptosystems in mobile Ad Hoc networks

A new key authenticated scheme for cryptosystems based on discrete logarithms

Threshold Proxy Signature Scheme Based on RSA Cryptosystems

Elliptic curves cryptosystems and it's application in smart card

A Scheme of Authenticity of Public Keys Based on Asymmetric Cryptosystems

A Group Key Agreement Scheme Based on Elliptic Curve Cryptosystems

Hyperchaotic cryptosystems design based on state observer