Abstract
Pseudorandom encoding with quantized real modulation values encodes
only continuous real-valued functions. However, an arbitrary
complex value can be represented if the desired value is first mapped
to the closest real value realized by use of pseudorandom
encoding. Examples of encoding real- and complex-valued functions
illustrate performance improvements over conventional minimum distance
mapping methods in reducing peak sidelobes and in improving the
uniformity of spot arrays.
© 1999 Optical Society of America
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