A new VLSI complex integer multiplier which uses a quadraticpolynomial residue system with Fermat numbers
Abstract
A quadraticpolynomial Fermat residue number system (QFNS) has been used to compute complex integer multiplications. The advantage of such a QFNS is that a complex integer multiplication requires only two integer multiplications. In this article, a new type Fermat number multiplier is developed which eliminates the initialization condition of the previous method. It is shown that the new complex multiplier can be implemented on a single VLSI chip. Such a chip is designed and fabricated in CMOSpw technology.
 Publication:

The Telecommunications and Data Acquisition Report
 Pub Date:
 August 1986
 Bibcode:
 1986tdar.nasa..155T
 Keywords:

 Complex Numbers;
 Integers;
 Multiplication;
 Multipliers;
 Very Large Scale Integration;
 Algorithms;
 Chips (Electronics);
 Cmos;
 Polynomials;
 Electronics and Electrical Engineering