A direct twos-complement parallel array multiplication algorithm is introduced and modified for digital optical numerical computation. The modified version overcomes the problems encountered in the conventional optical twos-complement algorithm. In the array, all the summands are generated in parallel, and the relevant summands having the same weights are added simultaneously without carries, resulting in the product expressed in a mixed twos-complement system. In a two-stage array, complex multiplication is possible with using four real subarrays. Furthermore, with a three-stage array architecture, complex matrix operation is straightforwardly accomplished. In the experiment, parallel two-stage array complex multiplication with liquid-crys...
A compact two-step modified-signed-digit arithmetic-logic array processor is proposed. When the refe...
A simple redundant binary number representation suitable for digital-optical computers is presented....
A volume-efficient retimed hexagonal array for computing matrix product is described. The new array ...
Abstract. This paper proposes a new means to complete the optical vector-matrix multiplication (OVMM...
An optical system which performs the multiplication of binary numbers is described and proof-of-prin...
AbstractThis paper presents an efficient parallel implementation of matrix multiplication on three p...
Abstract. We present fast and highly scalable parallel computations for a number of important and fu...
Negabinary is a component of the positional number system. A complete set of negabinary arithmetic o...
A novel parallel algorithm for matrix multiplication is presented. It is based on a 1-D hyper-systol...
On the basis of signed-digit negabinary representation, parallel two-step addition and one-step subt...
this paper, BROADCAST and SUMMATION were identified as basic fundamental elements. The original mat...
A parallel arithmetic, suitable for optical computers, can be obtained using two main approaches 1) ...
Today current era of scientific computing and computational theory involves high exhaustive data com...
Algorithms for the parallel multiplication of two n bit binary numbers by an iterative array of logi...
In this paper, I explain a previously published three-dimensional algorithm for multiplying two two-...
A compact two-step modified-signed-digit arithmetic-logic array processor is proposed. When the refe...
A simple redundant binary number representation suitable for digital-optical computers is presented....
A volume-efficient retimed hexagonal array for computing matrix product is described. The new array ...
Abstract. This paper proposes a new means to complete the optical vector-matrix multiplication (OVMM...
An optical system which performs the multiplication of binary numbers is described and proof-of-prin...
AbstractThis paper presents an efficient parallel implementation of matrix multiplication on three p...
Abstract. We present fast and highly scalable parallel computations for a number of important and fu...
Negabinary is a component of the positional number system. A complete set of negabinary arithmetic o...
A novel parallel algorithm for matrix multiplication is presented. It is based on a 1-D hyper-systol...
On the basis of signed-digit negabinary representation, parallel two-step addition and one-step subt...
this paper, BROADCAST and SUMMATION were identified as basic fundamental elements. The original mat...
A parallel arithmetic, suitable for optical computers, can be obtained using two main approaches 1) ...
Today current era of scientific computing and computational theory involves high exhaustive data com...
Algorithms for the parallel multiplication of two n bit binary numbers by an iterative array of logi...
In this paper, I explain a previously published three-dimensional algorithm for multiplying two two-...
A compact two-step modified-signed-digit arithmetic-logic array processor is proposed. When the refe...
A simple redundant binary number representation suitable for digital-optical computers is presented....
A volume-efficient retimed hexagonal array for computing matrix product is described. The new array ...