This article proposes an application-specific rule set elliptic curve cryptography (ECC) processor that is exportable and takes into account the representation of extra marked digits. The Karatsuba-Ofman strategy is implemented by the processor through the utilization of broad pipelining technologies in order to achieve high-throughput duplication. The execution of an efficient measured snake sans correlation and a high-throughput isolated divider, both of which bring in a short data channel for enlarged recurrence, is also carried out. The processor is based on an enlarged NIST decline plot and provides support for the NIST curve P256 that was suggested beforehand. A single point augmentation is carried out by the proposed processor, which makes use of focuses in relative directions in a shorter amount of time.

Elliptic curve cryptography, FPGA, Redundant signed digits, Arithmetic unit