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Given a RV Y with characteristic function φ (ω)-Eleiω E{cos @Y + i sin @Y} i@Y and a random process defined by X(t) = cos (At + Y), show that {X(t)} is station- ary in the wide sense if $(1) = 0(2) = 0 %3D

Given a RV Y with characteristic function φ (ω)-Eleiω E{cos @Y + i sin @Y} i@Y and a random process defined by X(t) = cos (At + Y), show that {X(t)} is station- ary in the wide sense if $(1) = 0(2) = 0 %3D

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Given a RV Y with characteristic function , ίωΥ Ø(@) = E{ei®Y} = E{cos @Y +i sin @Y} %3D and a random process defined by X(t) = cos (At + Y), show that {X(t)} is station- ary in the wide sense if 0(1) = 0(2) = 0
Transcribed Image Text:Given a RV Y with characteristic function , ίωΥ Ø(@) = E{ei®Y} = E{cos @Y +i sin @Y} %3D and a random process defined by X(t) = cos (At + Y), show that {X(t)} is station- ary in the wide sense if 0(1) = 0(2) = 0
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