LIU Yu, . AN EXPLORATION WHETHER THE SAMPLE SEQUENCES OF THE STATIONARY MARKOV-2 PROCESSES POSSESS THE NO AFTER EFFECT PROPERTY[J]. Chinese Journal of Applied Probability and Statistics, 1988, 4(2): 141-147.
Citation:
LIU Yu, . AN EXPLORATION WHETHER THE SAMPLE SEQUENCES OF THE STATIONARY MARKOV-2 PROCESSES POSSESS THE NO AFTER EFFECT PROPERTY[J]. Chinese Journal of Applied Probability and Statistics, 1988, 4(2): 141-147.
LIU Yu, . AN EXPLORATION WHETHER THE SAMPLE SEQUENCES OF THE STATIONARY MARKOV-2 PROCESSES POSSESS THE NO AFTER EFFECT PROPERTY[J]. Chinese Journal of Applied Probability and Statistics, 1988, 4(2): 141-147.
Citation:
LIU Yu, . AN EXPLORATION WHETHER THE SAMPLE SEQUENCES OF THE STATIONARY MARKOV-2 PROCESSES POSSESS THE NO AFTER EFFECT PROPERTY[J]. Chinese Journal of Applied Probability and Statistics, 1988, 4(2): 141-147.
AN EXPLORATION WHETHER THE SAMPLE SEQUENCES OF THE STATIONARY MARKOV-2 PROCESSES POSSESS THE NO AFTER EFFECT PROPERTY
In this paper it is pointed out that the definition of higher order Markoff process used in engineering circles is wrong. We prove that, there isn’t any stationary Gaussion process fitting this defiinition.
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