We show how to accelerate the subset sum pseudorandom number generator with arbitrary weights. Some special choices of weights speed up the naive usage of this generator without losing the property of uniform distribution which has recently been established in the general case. Our results confirm that this generator can be useful for both cryptographic and Quasi Monte Carlo applications
We consider the requirements for uniform pseudo-random number generators on modern vector and parall...
This paper studies how to construct a pseudorandom generator using hard lattice prob-lems. We use a ...
At Crypto \u2799, Nguyen and Stern described a lattice based algorithm for solving the hidden subset...
We show how to accelerate the subset sum pseudorandom number generator with arbitrary weights. Some ...
We show that for a random choice of the parameters, the subset sum pseudorandom number generator pro...
We show very efficient constructions for a pseudo-random generator and for a universal one-way hash ...
simple and very fast methods for generating randomly distributed pairs of the form (x, g x mod p) us...
This chapter describes algorithms for the generation of pseudorandom numbers with both uniform and n...
We present attacks on a generalized subset-sum pseudorandom generator, which was proposed by von zur...
Fast and reliable pseudo-random number generators are required for simulation and other applications...
Pseudorandom generators are a basic foundation of many cryptographic services and information securi...
Abstract:- Pseudorandom generators are a basic foundation of many cryptographic services and informa...
AbstractWe investigate cryptographic lower bounds on the number of samples and on computational reso...
Abstract. The technique of Schroeppel and Shamir (SICOMP, 1981) has long been the most efficient way...
PARALLEL IMPLEMENTATION CHI-OK HWANG Abstract. Pseudo-random number sequences have been used in Mont...
We consider the requirements for uniform pseudo-random number generators on modern vector and parall...
This paper studies how to construct a pseudorandom generator using hard lattice prob-lems. We use a ...
At Crypto \u2799, Nguyen and Stern described a lattice based algorithm for solving the hidden subset...
We show how to accelerate the subset sum pseudorandom number generator with arbitrary weights. Some ...
We show that for a random choice of the parameters, the subset sum pseudorandom number generator pro...
We show very efficient constructions for a pseudo-random generator and for a universal one-way hash ...
simple and very fast methods for generating randomly distributed pairs of the form (x, g x mod p) us...
This chapter describes algorithms for the generation of pseudorandom numbers with both uniform and n...
We present attacks on a generalized subset-sum pseudorandom generator, which was proposed by von zur...
Fast and reliable pseudo-random number generators are required for simulation and other applications...
Pseudorandom generators are a basic foundation of many cryptographic services and information securi...
Abstract:- Pseudorandom generators are a basic foundation of many cryptographic services and informa...
AbstractWe investigate cryptographic lower bounds on the number of samples and on computational reso...
Abstract. The technique of Schroeppel and Shamir (SICOMP, 1981) has long been the most efficient way...
PARALLEL IMPLEMENTATION CHI-OK HWANG Abstract. Pseudo-random number sequences have been used in Mont...
We consider the requirements for uniform pseudo-random number generators on modern vector and parall...
This paper studies how to construct a pseudorandom generator using hard lattice prob-lems. We use a ...
At Crypto \u2799, Nguyen and Stern described a lattice based algorithm for solving the hidden subset...