Self-similar diffusions on a class of infinitely ramified fractals
The author introduces a fairly general class of (infinitely ramified) self-similar fractals, and constructs self-similar diffusion processes on there. He gives a general procedure to lift a self-similar diffusion on a fractal \(F_2\) to one on a more complicated fractal \(F_1\). Here even if \(F_2\) is finitely ramified, \(F_1\) becomes infinitely ramified.
scientific article; zbMATH DE number 894101