Apr 22, 2018 #1 A ahsa123 Newbie level 1 Joined Apr 22, 2018 Messages 1 Helped 0 Reputation 0 Reaction score 0 Trophy points 1 Activity points 7 Code: Math Code: Statistics Code: Stationarity Code: Covariance stationary Suppose you have a time series (Xt) where t denotes the time value. Xt has zero mean. Xt=a(Xt-1) where a is a constant between 0 and 1. How do you prove by contradiction that this time series is (or is not) covariance stationary? Thank you in advance. ahsa123
Code: Math Code: Statistics Code: Stationarity Code: Covariance stationary Suppose you have a time series (Xt) where t denotes the time value. Xt has zero mean. Xt=a(Xt-1) where a is a constant between 0 and 1. How do you prove by contradiction that this time series is (or is not) covariance stationary? Thank you in advance. ahsa123