Add to ORKGInternational audienceWe present below our first implementation results on a modular arithmetic library on GPUs for cryptography. Our library, in C++ for CUDA, provides modular arithmetic, finite field arithmetic and some ECC support. Several algorithms and memory coding styles have been compared: local, shared and register. For moderate sizes, we report up to 2.6 speedup compared to state-of-the-art library
This paper presents a low-latency algorithm designed for parallel computer architectures to compute ...
This paper presents software implementation speed records for modular multiplication arithmetic on t...
We introduce a CUDA GPU library to accelerate evaluations with homomorphic schemes defined over poly...
International audienceWe present below our first implementation results on a modular arithmetic libr...
Multiple precision (MP) arithmetic is a core building block of a wide variety of algorithms in compu...
In the field of cryptography, public key algorithms are widely known to be slower than symmetric key...
Protocols for asymmetric cryptography require arithmetic computations in several mathematical struct...
Multiple-precision modular multiplications are the key components in security applications, like pub...
Abstract—Graphics processing units (GPUs) have become increasingly popular over the last years as a ...
Problem description: Most public key algorithms are based on modular arithmetic. The simplest, and o...
Modular integer arithmetic occurs in many algorithms for computer algebra, cryptography, and error c...
Cryptography, the science of writing secrets, has been used for centuries to conceal information fro...
The aim of this thesis is to investigate possibilities for creating parallel arithmetic coding imple...
International audienceThis paper presents a comparison of possible approaches for an efficient imple...
Context. The cryptographically secure pseudo-random number generator Blum Blum Shub (BBS) is a simpl...
This paper presents a low-latency algorithm designed for parallel computer architectures to compute ...
This paper presents software implementation speed records for modular multiplication arithmetic on t...
We introduce a CUDA GPU library to accelerate evaluations with homomorphic schemes defined over poly...
International audienceWe present below our first implementation results on a modular arithmetic libr...
Multiple precision (MP) arithmetic is a core building block of a wide variety of algorithms in compu...
In the field of cryptography, public key algorithms are widely known to be slower than symmetric key...
Protocols for asymmetric cryptography require arithmetic computations in several mathematical struct...
Multiple-precision modular multiplications are the key components in security applications, like pub...
Abstract—Graphics processing units (GPUs) have become increasingly popular over the last years as a ...
Problem description: Most public key algorithms are based on modular arithmetic. The simplest, and o...
Modular integer arithmetic occurs in many algorithms for computer algebra, cryptography, and error c...
Cryptography, the science of writing secrets, has been used for centuries to conceal information fro...
The aim of this thesis is to investigate possibilities for creating parallel arithmetic coding imple...
International audienceThis paper presents a comparison of possible approaches for an efficient imple...
Context. The cryptographically secure pseudo-random number generator Blum Blum Shub (BBS) is a simpl...
This paper presents a low-latency algorithm designed for parallel computer architectures to compute ...
This paper presents software implementation speed records for modular multiplication arithmetic on t...
We introduce a CUDA GPU library to accelerate evaluations with homomorphic schemes defined over poly...