分野別セミナー

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講演要旨：
A limit theorem for the time changed skew product
diffusion processes is investigated.
Skew product diffusion processes are given by
one dimensional diffusion processes and the
spherical Brownian motion, and the time change is
based on a positive continuous additive functional
with undering measure.
It is shown that the limit process is corresponding
to Dirichlet form of non-local type.