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The advantage of the MC approach is the possibility of simulating different features of the travel such as different waiting-time probabilities, space dependent jump lengths, absorption and desorption phenomena, Galilei invariant and variant velocities driven by external forces.
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Then, is a probability space.
Let be a probability space.
Let be a complete probability space.
We now specify the probability space.
( O, F, P ) : a probability space.
The probability space can be considered as a parametric space.
Call P a probability function, and (Ω, F, P) a probability space.
Many probability logics are interpreted over a single, but arbitrary probability space.
If and is -integrable, where is a probability space, then.
Let be the probability space we consider, an arbitrary constant.
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