CRYSTALS-Kyber is one of the finalists of the National Institute of Standards and Technology (NIST) post-quantum cryptography competition. In this paper, we deal with effective hardware-accelerated implementations of components intended for the use in the FPGA (Field Programmable Gate Array) implementation of the above-mentioned lattice-based cryptography scheme. The discussed components are NTT (Number Theoretic Transform), inverse NTT (NTT−1), CBD (Centered Binomial Distribution) and the Parse Algorithm (shortly Parse). The improved implementation of NTT (NTT−1) requires 1189 (1568) Look-Up Tables (LUTs), 1469 (2161) Flip-Flops (FFs), 28 (50) Digital Signal Processing blocks (DSPs) and 1.5 (1.5) Block Memories (BRAMs). The latency of the ...
The Number Theoretic Transform (NTT) enables faster polynomial multiplication and is becoming a fund...
CRYSTALS-Dilithium as a lattice-based digital signature scheme has been selected as a finalist in th...
Efficient lattice-based cryptosystems operate with polynomial rings with the Number Theoretic Transf...
This paper is focused on the effective hardware-accelerated implementation of NTT (NumberTheoretic T...
Kyber is one of the three finalists of the National Institute of Standards and Technology (NIST) pos...
Lattice-based cryptography has gained a tremendous amount of attention in the last decade due to two...
The objective of this thesis is to design and implement a hardware accelerator for the CRYSTALS post...
This paper presents a set of efficient and parameterized hardware accelerators that target post-quan...
Post-quantum cryptosystems should be prepared before the advent of powerful quantum computers to ens...
Polynomial multiplication is one of the most time-consuming operations utilized in lattice-based pos...
This master thesis deals with the hardware implementations of post-quantum cryptogra- phy schemes on...
Post-quantum cryptography has become popular in recent years due to advances in quantum computing. C...
Multiplication of polynomials of large degrees is the predominant operation in lattice-based cryptos...
The evolution of quantum algorithms threatens to break public key cryptography in polynomial time. T...
The Number Theoretic Transform (NTT) is a powerful mathematical tool with a wide range of applicatio...
The Number Theoretic Transform (NTT) enables faster polynomial multiplication and is becoming a fund...
CRYSTALS-Dilithium as a lattice-based digital signature scheme has been selected as a finalist in th...
Efficient lattice-based cryptosystems operate with polynomial rings with the Number Theoretic Transf...
This paper is focused on the effective hardware-accelerated implementation of NTT (NumberTheoretic T...
Kyber is one of the three finalists of the National Institute of Standards and Technology (NIST) pos...
Lattice-based cryptography has gained a tremendous amount of attention in the last decade due to two...
The objective of this thesis is to design and implement a hardware accelerator for the CRYSTALS post...
This paper presents a set of efficient and parameterized hardware accelerators that target post-quan...
Post-quantum cryptosystems should be prepared before the advent of powerful quantum computers to ens...
Polynomial multiplication is one of the most time-consuming operations utilized in lattice-based pos...
This master thesis deals with the hardware implementations of post-quantum cryptogra- phy schemes on...
Post-quantum cryptography has become popular in recent years due to advances in quantum computing. C...
Multiplication of polynomials of large degrees is the predominant operation in lattice-based cryptos...
The evolution of quantum algorithms threatens to break public key cryptography in polynomial time. T...
The Number Theoretic Transform (NTT) is a powerful mathematical tool with a wide range of applicatio...
The Number Theoretic Transform (NTT) enables faster polynomial multiplication and is becoming a fund...
CRYSTALS-Dilithium as a lattice-based digital signature scheme has been selected as a finalist in th...
Efficient lattice-based cryptosystems operate with polynomial rings with the Number Theoretic Transf...