Integer multiplication is one of the fundamental functions in cryptographic systems. Although much research has already been done on the testing of multiplication functions, most does not meet the need of cryptographic systems, where very large numbers are involved. Others provide only probabilistic algorithms. In this paper we propose an efficient deterministic algorithm for verifying large number multiplications in cryptographic systems. A deterministic oracle for large integer multiplication functions will result. In addition, our method can also be used to verify selected segments of digits in the product of two numbers
The book introduces new techniques which imply rigorous lower bounds on the complexity of some numbe...
Summary. In this article, we propose a new high-speed processing method for encoding and decoding th...
AbstractBlum has recently proposed a new approach to the problem of program correctness, the program...
Integer multiplication is one of the fundamental functions in cryptographic systems. Although much r...
Public-key cryptosystems are broadly employed to provide security for digital information. Improving...
Algorithmic number theory is a rapidly developing branch of number theory, which, in addition to its...
The efficiency of number theory based cryptosystems correlatesdirectly to the efficiency of large in...
Multiplication is one of the basic operations that influence the performance of many computer applic...
Number representation systems establish ways in which numbers are mapped to computer architectures, ...
In recent years, public-key cryptography has emerged to become an important workload for embedded pr...
One of the crucial parameters of digital cryptographic systems is the selection of the keys used and...
In this paper we explore the application of a formal proof system to verification problems in crypto...
In this paper we explore the application of a formal proof system to verification problems in crypto...
This paper presents a hardware implementation of efficient algorithms that uses the mathemati...
Graduation date: 2004Information security is an important concern in today’s communication and\ud bu...
The book introduces new techniques which imply rigorous lower bounds on the complexity of some numbe...
Summary. In this article, we propose a new high-speed processing method for encoding and decoding th...
AbstractBlum has recently proposed a new approach to the problem of program correctness, the program...
Integer multiplication is one of the fundamental functions in cryptographic systems. Although much r...
Public-key cryptosystems are broadly employed to provide security for digital information. Improving...
Algorithmic number theory is a rapidly developing branch of number theory, which, in addition to its...
The efficiency of number theory based cryptosystems correlatesdirectly to the efficiency of large in...
Multiplication is one of the basic operations that influence the performance of many computer applic...
Number representation systems establish ways in which numbers are mapped to computer architectures, ...
In recent years, public-key cryptography has emerged to become an important workload for embedded pr...
One of the crucial parameters of digital cryptographic systems is the selection of the keys used and...
In this paper we explore the application of a formal proof system to verification problems in crypto...
In this paper we explore the application of a formal proof system to verification problems in crypto...
This paper presents a hardware implementation of efficient algorithms that uses the mathemati...
Graduation date: 2004Information security is an important concern in today’s communication and\ud bu...
The book introduces new techniques which imply rigorous lower bounds on the complexity of some numbe...
Summary. In this article, we propose a new high-speed processing method for encoding and decoding th...
AbstractBlum has recently proposed a new approach to the problem of program correctness, the program...