A ``Binary'' System for Complex Numbers
Journal of the ACM (JACM)
Communications of the ACM
Addition in signed digit number systems
MVL '78 Proceedings of the eighth international symposium on Multiple-valued logic
A simultaneous, radix four, I2L multiplier mechanized via repeated addition
MVL '78 Proceedings of the eighth international symposium on Multiple-valued logic
Algorithms for Binary Coded Balanced and Ordinary Ternary Operations
IEEE Transactions on Computers
Very Fast Fourier Transform Algorithms Hardware for Implementation
IEEE Transactions on Computers
Application of Multithreshold Elements in the Realization of Many-Valued Logic Networks
IEEE Transactions on Computers
Multivalued Integrated Injection Logic
IEEE Transactions on Computers
Representation for complex numbers
IBM Journal of Research and Development
The Prospects for Multivalued Logic: A Technology and Applications View
IEEE Transactions on Computers
| Hi-index | 14.98 |
Digital signal processing such as discrete Fourier transform requires complex number arithmetic. Number-theoretical properties favor odd-radix systems for simple implementation of complex number operations. An array ternary complex multiplier is presented and compared to other complex multipliers. As an illustration, a perfectly balanced ternary system is implemented by means of current-mode threshold logic gates.