The design of algorithms and hardware implementation for signal processing systems has
received considerable attention over the last few decades. The primary area of application …

Developing a high-speed elliptic curve cryptographic (ECC) processor that performs fast
point multiplication with low hardware utilization is a crucial demand in the fields of …

Abstract Modern Graphics Processing Units (GPU) have reached a dimension with respect
to performance and gate count exceeding conventional Central Processing Units (CPU) by …

The speed of arithmetic operation is associated with the quantity of the numbers involved.
Residue Number System (RNS) is used to characterize a more significant numeral using a …

Elliptic curve point multiplication is considered to be the most significant operation in all
elliptic curve cryptography systems, as it forms the basis of the elliptic curve discrete …

In this paper, investigation is performed on the design of efficient modulo 2 n+ 1 adders,
subtractors and add/subtract units for weighted operands. The existing modulo 2 n+ 1 adder …

The residue number system (RNS) is a method for representing an integer as an n-tuple of
its residues with respect to a given base. Since RNS has inherent parallelism, it is actively …

In this paper, three reverse converters for a recently proposed balanced moduli set {2n-3,
2n+ 1, 2n-1, 2n+ 3} are presented. The first proposed converter is based on mixed radix …

In this work a new efficient modulo 2 n+ 1 modified Booth multiplication algorithm for both
operands in the weighted representation is proposed. Furthermore, the same algorithm is …

Elliptic curve cryptosystem has been widely applied in a lot of fields, such as finance, E-
commerce and E-government. In this paper, we propose an optimized FPGA implementation …