Energy of cutoff functions and heat kernel upper bounds
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S. Andres and M.T. Barlow*
It is well known that electrical resistance arguments
provide (usually) the best method for determining whether
a graph is transient or recurrent. In this talk I will
discuss a similar characterization of ‘sub-diffusive
behaviour’—this occurs in spaces with many obstacles
or traps.
The characterization is in terms of the energy of
cutoff functions in annuli.
This talk is part of the Probability series.
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