Real/complex reconfigurable arithmetic using redundant complex number systems
Takafumi Aoki, H. Amada, T. Higuchi · 2002
The paper presents a hardware algorithm for a real/complex reconfigurable arithmetic unit, which can change its structure for three different arithmetic modes in real time. The three modes realize: (i) a single precision complex number multiplication; (ii) a double precision real number multiplication; and (iii) a pair of single precision real number four operand multiply-add operations, respectively. We discuss the reconfiguration of hardware structure on the basis of the transformation of the number system used in each arithmetic mode. The designed arithmetic unit can perform high speed real/complex arithmetic computations based on binary tree addition scheme, and also exhibits highly regular structure suited for VLSI implementation.