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- W2013094810 abstract "One approach to the problem of the specification of the phase responses of stationary linear operators (filters) on stochastic signal ensembles is to define a phase process associated with each such ensemble of signals and describe generally the action thereon of an operator with specified phase response. The naturally occurring phase process associated with ergodic random processes which are essentially trigonometric series is considered here. The results obtained consist of complete specifications of the joint distributions of such phase variables amid a unique decomposition produced thereby of the original random process into a series of independent processes which are either periodic and of translation type or are properly limit periodic and not of translation type. The impact of these results on the problem motivating this study is discussed." @default.
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- W2013094810 title "Distributions of Phases of Sinusoidal Components of Ergodic Trigonometric Series" @default.
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- W2013094810 doi "https://doi.org/10.1137/1007009" @default.
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