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  1. G

    Proof that a stochastic process isn't a Markov Process

    I finally finished it. Thanks for all your help.
  2. G

    Proof that a stochastic process isn't a Markov Process

    Hi Wong, Thanks for your quick reply! If I understood correctly, all I need to prove that it isn't a Markov Process is a counterexample that shows that P(X_{3(m-1)+3}=1|X_{3(m-1)+2}=1 \mbox{ and }X_{3(m-1)+1}=1) doesn't equal P(X_{3(m-1)+3}=1|X_{3(m-1)+2}=1). For m = 1, P(X_{3}=1|X_{2}=1...
  3. G

    Proof that a stochastic process isn't a Markov Process

    I've been trying to solve this problem for a week now, but haven't been able to. Basically I need to prove that a certain process satisfies Chapman-Kolmogorov equations, yet it isn't a Markov Process (it doesn't satisfy the Markovian Property). I attached the problem as a .doc below...
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