Markov chain modeling and prediction method based on wind power variation
A technology of markov chain and wind power, applied in the field of Markov chain modeling and forecasting
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[0128] The present invention will be further described below in conjunction with the accompanying drawings and embodiments.
[0129] 1 Markov chain model based on wind power variation
[0130] 1.1 Discrete Markov chain model
[0131] Both time and state are discrete random processes {X n =X(n), the state space of n=0,1,2,...} is I={S 1 ,S 2 ,...}. Assume that as long as the process is in state S at the current moment i , there is a fixed probability that the process will be in state S at the next moment j , that is, assuming that for all states and all n≥0, we have
[0132] P{X n = S j |X 1 = S 1 ,X 2 = S 2 ,…X n-1 = S i}
[0133] =P{X n = S j |X n-1 = S i},S · ∈I (1)
[0134] Such random processes are called Markov chains. For a Markov chain, in a given past state S 0 , S 1 ,...,S n-1 and the current state S n , the future state X n+1 The conditional distribution of is independent of past states and only depends on the present state S n . Denote t...
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