- #1
spaghetti3451
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This is an extract from my lecture notes:
"For classical stochastic systems, w(p,x,t)dpdx = prob. particle is in dpdx.
[itex] w\geq0 \int dp \int dx w(p,x) = 1.[/itex]"
1. Can anyone please explain what a classical stochastic system is?
2. Why is there a question of probability in analysing such a system?
"For classical stochastic systems, w(p,x,t)dpdx = prob. particle is in dpdx.
[itex] w\geq0 \int dp \int dx w(p,x) = 1.[/itex]"
1. Can anyone please explain what a classical stochastic system is?
2. Why is there a question of probability in analysing such a system?