DocumentCode
3403330
Title
Optical matrix processing: a review
Author
Scholtz, A.V.
Author_Institution
Carl & Emily Fuchs Inst. for Microelectron., Pretoria Univ., South Africa
fYear
1988
fDate
32318
Firstpage
109
Lastpage
114
Abstract
Matrix multiplication is well suited to optical techniques, since the size of the matrix has no direct influence on the speed with which the multiplication takes place. Although iterative techniques have been developed to solve systems of linear equations, to find the eigenvectors of matrices, and to perform other matrix manipulations, research has been hampered somewhat by a lack of fast two-dimensional spatial light modulators (SLMs). Advances in SLM technology are discussed, and different architectures for matrix processing are reported. Acoustic Bragg cells, liquid crystal devices, magnetooptic devices and silicon/PLZT crystal light modulators are briefly reviewed. Both Systolic and fully parallel optical vector-matrix multiplier configurations are described. Iterative optical processors and bimodal (analog-digital) optical computer accuracy are briefly considered
Keywords
computerised picture processing; iterative methods; matrix algebra; optical information processing; reviews; PLZT crystal; acoustic Bragg cells; bimodal optical computer accuracy; eigenvectors; fully parallel optical vector-matrix multiplier configurations; iterative optical processors; iterative techniques; light modulators; linear equations; liquid crystal devices; magnetooptic devices; matrix manipulations; optical matrix processing; silicon; spatial light modulators; Acoustic devices; Analog-digital conversion; Computer architecture; Equations; Liquid crystal devices; Magnetic modulators; Magnetooptic devices; Optical computing; Optical modulation; Silicon;
fLanguage
English
Publisher
ieee
Conference_Titel
Communications and Signal Processing, 1988. Proceedings., COMSIG 88. Southern African Conference on
Conference_Location
Pretoria
Print_ISBN
0-87942-709-4
Type
conf
DOI
10.1109/COMSIG.1988.49312
Filename
49312
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