An efficient design of residue to binary converter for four moduli set (2n-1,2n+1,22n-2,22n+1-3)(2n-1,2n+1,22n-2,22n+1-3) based on new CRT II

In this paper, an efficient residue to binary converter design for four moduli set (2n-1,2n+1,22n-2,22n+1-3)(2n-1,2n+1,22n-2,22n+1-3) is presented. The converter design is based on New Chinese Remainder Theorem 2 (New CRT II). This moduli set has more dynamic range than previous converter designs for four moduli set. The converter is adder-based and memory-less, enabling this design to achieve more speed and less hardware complexity.