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Topic: Real-Valued Differentiable Markov Process (Read 615 times) |
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william wu
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Real-Valued Differentiable Markov Process
« on: Apr 20th, 2004, 11:07pm » |
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Let X = (X(t) : t [ge] 0) is a real-valued differentiable Markov Process. Argue that X(t) = f(t,X(0)) where X(0) is random and f : [bbr]+ [times] [bbr] [to] [bbr] is a deterministic function.
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« Last Edit: Apr 20th, 2004, 11:08pm by william wu » |
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Pietro K.C.
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Re: Real-Valued Differentiable Markov Process
« Reply #1 on: Apr 21st, 2004, 10:11am » |
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Where 'Markov Process' means this. Well, no, I don't know the answer. I'm not sure I even get the definition.
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« Last Edit: Apr 21st, 2004, 10:12am by Pietro K.C. » |
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"I always wondered about the meaning of life. So I looked it up in the dictionary under 'L' and there it was --- the meaning of life. It was not what I expected." (Dogbert)
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