Lattice based cryptography can be considered a candidate alternative for post-quantum cryptosystems offering key exchange, digital signature and encryption functionality. Number Theoretic Transform (NTT) can be utilized to achieve better performance for these functionalities, where polynomials are needed to be multiplied. NTT simplifies the multiplication overhead allowing point-wise multiplication by transforming the polynomials into the spectral domain and then inversing the result to the original domain. It is important to optimize this technique that is used in a wide range of computing systems. In this paper we study the feasibility of using OpenCL, a portable framework, to implement a parallelized version of NTT which allows deploymen...
The Number Theoretic Transform (NTT) enables faster polynomial multiplication and is becoming a fund...
The Number Theoretic Transform (NTT) enables faster polynomial multiplication and is becoming a fund...
The thesis is about implementation of LWE/MLWE encryption schemes in C++ and the use of the Number T...
Efficient lattice-based cryptosystems operate with polynomial rings with the Number Theoretic Transf...
Post-quantum cryptography has become popular in recent years due to advances in quantum computing. C...
Theoretical advances in physics opened up a new window into quantum computation. This window rendere...
Lattice-based cryptography has gained a tremendous amount of attention in the last decade due to two...
The evolution of quantum algorithms threatens to break public key cryptography in polynomial time. T...
Lattice-based cryptography forms the mathematical basis for current homomorphic encryption schemes, ...
Lattice-based cryptography forms the mathematical basis for current homomorphic encryption schemes, ...
advances in computing steadily erode computer security at its foundation, calling for fundamental in...
The Number Theoretic Transform (NTT) is a powerful mathematical tool with a wide range of applicatio...
Polynomial multiplication is the most time-consuming part of cryptographic schemes whose security is...
Polynomial multiplication is the most time-consuming part of cryptographic schemes whose security is...
In this paper, we introduce a configurable hardware architecture that can be used to generate unifie...
The Number Theoretic Transform (NTT) enables faster polynomial multiplication and is becoming a fund...
The Number Theoretic Transform (NTT) enables faster polynomial multiplication and is becoming a fund...
The thesis is about implementation of LWE/MLWE encryption schemes in C++ and the use of the Number T...
Efficient lattice-based cryptosystems operate with polynomial rings with the Number Theoretic Transf...
Post-quantum cryptography has become popular in recent years due to advances in quantum computing. C...
Theoretical advances in physics opened up a new window into quantum computation. This window rendere...
Lattice-based cryptography has gained a tremendous amount of attention in the last decade due to two...
The evolution of quantum algorithms threatens to break public key cryptography in polynomial time. T...
Lattice-based cryptography forms the mathematical basis for current homomorphic encryption schemes, ...
Lattice-based cryptography forms the mathematical basis for current homomorphic encryption schemes, ...
advances in computing steadily erode computer security at its foundation, calling for fundamental in...
The Number Theoretic Transform (NTT) is a powerful mathematical tool with a wide range of applicatio...
Polynomial multiplication is the most time-consuming part of cryptographic schemes whose security is...
Polynomial multiplication is the most time-consuming part of cryptographic schemes whose security is...
In this paper, we introduce a configurable hardware architecture that can be used to generate unifie...
The Number Theoretic Transform (NTT) enables faster polynomial multiplication and is becoming a fund...
The Number Theoretic Transform (NTT) enables faster polynomial multiplication and is becoming a fund...
The thesis is about implementation of LWE/MLWE encryption schemes in C++ and the use of the Number T...