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Stochastic Models Based on Asymptotic Polystochastic Chains

1 Stochastic Models Based on Asymptotic Polystochastic Chains [Pg.235]

We begin the discussion by referring to the stochastic model given by relation (4.58), which is rewritten here as shown in relation (4.120). Here for a finite Markov connection process we must consider the constant time values for all the elements of the matrix P = pij i k- [Pg.235]

if we consider that the connection in our stochastic model is given by a Mar- [Pg.235]

The model described by Eq. (4.122) is known as the generalized random displacement or generalized random walk. [Pg.236]

Relation (4.123) is obtained when the model relation (4.122) is written for the case of a stochastic process with two states and constant length of the particle displacement (this model was previously introduced with relation (4.59)). [Pg.236]




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