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    In the mathematical theory of stochastic processes, local time is a property of diffusions like Brownian motion. Formally, it is given by

    ell(t,x)=int_0^t delta(x-b(s)),ds


    where b(s) is the diffusion process. The basic idea is that ell(t,x) is a (rescaled) measure of how much time b(s) has spent at x up to time t.


        Local time (mathematics)
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    This article is licensed under the GNU Free Documentation License [copyleft]. It uses material from the Wikipedia article "Local time (mathematics)". link