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Оптические вычисления - Арратуна Р.

Арратуна Р. Оптические вычисления — М.: Мир, 1993. — 441 c.
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Multiple-Valued Logic, Morgantown, West Virginia, pp. 347-358.
15Blyumin, S. L. (1972). Threshold p-ary functions, Tekhnichskaya Kiber-
netika, 10(1): 101-108.
16 Nomura, H. (1972). Some properties of monotonicity on many-valued
logic and their applications to the analysis of many-valued threshold
function. Trans. I.E.C.E. Japan, 55-D (4): 245-251.
17Nomura, H. (1973). Characteristic vectors of multivalued logic
functions and their application to the realization of multivalued
threshold functions, Systems-Computers-Controls, ^(1): 18-24.
18Fujita, Y., Kitahashi, Т., and Tanaka, K. (1970). The functional
completeness of many-valued threshold functions, Trans.'I.E.C.E. Japan,
53-C, (5): 341-342.
19Moraga, C. and Schulte-Ontrop, R. (1982). "On Some Cardinality
Questions in Multiple-Valued Extended Threshold Logic," Proceedings 12th
International Symposium on Multiple-Valued Logic, Paris, France, pp.
•253-259. lEEE-CS-Press, Silver Spring, Maryland.
20Dao, T. (1977). Threshold I2L and its applications to binary symmetric
functions and multivalued logic, IEEE J. Solid State Circuits, SC-12:
463-472.
2lHurst, S. L. (1986). Multiple-valued logic: its status and its
realization, Optical Engineering, 25: 44-55.
22.Cerf, V. G. et al. (1971). Formal control-flow properties of a graph
model computation. Report ENG-7178, Computer Science Dept., UCLA.
23Moraga, C. (1979). "Extensions on Multiple-Valued Threshold Logic,"
Proceedings 9th International Symposium on Multiple-Valued Logic, Bath,
England, pp. 232-240. IEEE-CS-Press, Silver Spring, Maryland.
24Moraga, C. (1972). "Non-Linear Ternary Threshold Logic," Conference
Record 1972 Symposium on the Theory and Applications of Multiplevalued
Logic, Buffalo, New York.
25Moraga, C. (1977a). "Adaptive Separation in Ternary Switching
Circuits,"
. Proceedings IFAC Symposium on Discrete Systems 5, Dresden, GDR, pp.
118-127.
26Moraga, C. (1977b). A monograph on ternary threshold logic, Computer
Science and Multiple-Valued Logic (D. Rine, ed.), North-Holland,
Amsterdam, Part III.
27Hassoun, М. H. and Arrathoon, R. (1985). "Pattern Recognition and Logic
with Optical Gates," Digest of Topical Meeting on Optical Computing,
| WB-5, Optical Society of America, Lake Tahoe, Nevada.
JI итератора Глава 7
421
1. М. Monahan, К. Bromley, and R. P. Bocker, Incoherent optical
correlators, Proc. IEEE, 65:. 121 (1977).
2. J. W. Goodman, A. R. Dias, and L. M. Woody, Fully parallel, highspeed
incoherent optical method for performing discrete Fourier transforms,
Opt. Lett., 2: 1 (1978).
3. H. M. Gibbs, S. L. McCall, and T. N. C. Venkatesan, Optical bistable
devices: the basic components of all-optical systems?, Opt. Eng., 19: 463
(1980).
4. J. W. Goodman, F. J. Leonberger, S.-Y. Kung, and R. A. Athale,
Optical interconnections for VLSI systems, Proc. IEEE, 72: 850
(1984).
5. H. J. Caulfield, W. T. Rhodes, M. J. Foster, and S. Horvitz,
Optical implementation of systolic array processing, Opt. Comm., 40:
86
(1981).
6. D. Casasent, Acousto-optic transducer in iterative optical vector-
matrix processors, App. Opt., 21: 1859 (1982).
7. H. J. Whitehouse, and J. M. Speiser, Linear signal processing, Aspects
of Signal Processing with Emphasis on Underwater Acoustics (G. Taconi,
ed.), Reidel, Boston, Massachusetts, p. 698 (1976).
8. С. M. Verber, Integrated-optical approaches to numerical optical
processing, Proc. IEEE, 72 : 942 (1984).
9. D. Psaltis, D. Casasent, D. Neft, and M. Carlotto, Accurate numerical
computation by optical convolution, SPIE, 232: 151 (1980).
10. H. T. Kung, and С. E. Leiserson, Systolic arrays for VLSI,
Introduction to VLSI (C. A. Mead, and L. A. Conway, eds.), Addison-
Wesley, Reading, Massachusetts (1980).
11. S. Cartwright, and S. C. Gustafson, Convolver-based optical systolic
processing architectures, Opt. Eng., 24'- 59 (1985).
12. S. Cartwright, New optical matrix-vector multiplier, App. Opt., 23:
1683 (1984).
13. R. P. Bocker, S. R. Clayton, and K. Bromley, Electro-optical matrix
multiplication using the twos complement arithmetic for improved
accuracy, App. Opt., 22: 2019 (1983).
14. P. S. Guilfoyle, Systolic acousto-optic binary convolver, Ont. Епа.ч
23 : 20 (1984).
422
Литература
15. R. P. Bocker, Optical digital RUBIC (rapid unbiased bipolar
incoherent calculator) cube processor, Opt. Eng., 23: 26 (1984).
16. A. P. Goutzoulis, Systolic time-integrating acousto-optic binary
processor, App. Opt., 23: 4095 (1984).
17. D. Casasent, J. Jackson, and C. Neuman, Frequency-multiplexed and
pipelined iterative optical systolic array processors, App. Opt., 22: 115
(1983).
18. R. A. Athale, W. C. Collins, and P. D. Stilwell, High accuracy matrix
multiplication with outer product processor, Appl. Opt., 22: 3CS
(1983).
19. W. C. Collins, R. A. Athale, and P. D. Stilwell, Improved Accuracy
for an optical iterative processor, SPIE, 252 (1982).
20. R. A. Athale, and W. C. Collins, Optical matrix-matrix multiplier
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