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Chaotic route to computation.


Irregular fluctuations in light intensity have long plagued the operation of a wide variety of lasers. During the past decade, researchers have learned how to avoid, control, or exploit such chaotic outbursts by adjusting laser parameters, such as power input (SN: 2/22/92, p. 119). In effect, they can turn a dial to tune a laser's signal so that it flutters randomly, falls into a regular pattern, or remains steady.

Now, researchers have demonstrated in a simulation how a network of chaotic lasers could operate as a computer, adding or multiplying numbers and processing information. William L. Ditto of the Georgia Institute of Technology Georgia Institute of Technology, in Atlanta, Ga.; coeducational; state supported; chartered 1885, opened 1888. It is a member school in the university system of Georgia. Significant among its facilities and programs are the Frank H.  in Atlanta and Sudeshna Sinha of the Institute of Mathematical Sciences The Institute of Mathematical Sciences (IMSc) is a research centre located at Chennai, India. The institute is also known as Matscience.

The Institute of Mathematical Sciences (IMSc), founded by Alladi Ramakrishnan in 1962, is a national institution for fundamental research
 in Madras Madras.

1 State and former province, India: see Tamil Nadu.

2 City, India: see Chennai.
, India, describe their scheme in the Sept. 7 Physical Review Letters Physical Review Letters is one of the most prestigious journals in physics.[1] Since 1958, it has been published by the American Physical Society as an outgrowth of The Physical Review. .

The researchers use certain patterns of laser signals to encode (1) To assign a code to represent data, such as a parts code. Contrast with decode.

(2) To convert from one format or signal to another. See codec and D/A converter.

(3) The term is sometimes erroneously used for "encrypt.
 different decimal digits, one digit per laser in the network. To perform an operation such as addition, they allow some of the fluctuating light to leak from one laser to another, setting off an avalanche of activity as the linked lasers react to multiple inputs from their neighbors. Ditto and Sinha show that after the system has settled down, the numerical answer is encoded in the network's final behavior pattern.

"There are lots of different ways to do the encoding See encode. ," Ditto says. For example, "we can change the network connectivity or the chaotic system parameters."

Moreover, the chaotic elements don't have to be lasers. Any network of systems showing chaotic behavior--including electric circuits or nerve cells--will have comparable computational capabilities. "It's an entirely new computing paradigm," Ditto contends. Instead of precisely specifying every tiny step, a programmer simply sets the initial conditions and lets the system work out an answer in its own way.

Ditto and his coworkers plan to test their idea using chaotic ammonia lasers and, ultimately, a network of nerve cells nerve cell
n.
1. See neuron.

2. The body of a neuron without its axon and dendrites.
 attached to silicon. "This is a glimpse of how we can make common dynamic systems work for us in a way that's more like how we think the brain does computation," says Ditto.
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Article Details
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Author:Peterson, Ivars
Publication:Science News
Article Type:Brief Article
Date:Oct 3, 1998
Words:346
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