On preservation of mean square continuity under zero memory non-linear transformation |
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Authors: | GL Wise |
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Institution: | Department of Electrical Engineering, The University of Texas at Austin, Austin, Texas USA |
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Abstract: | Mean square continuity of a random process is of considerable theoretical and practical importance. Mean square continuous random processes passed through zero memory non-linearities are considered. Several conditions are given relating to mean square continuity of the output. Bounded zero memory non-linearities are considered with arbitrary random processes as inputs, and conditions on both the zero memory non-linearity and on the random process are examined. Also, general zero memory non-linearities are considered with Gaussian random processes as inputs. |
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