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arxiv 1310.2680 v2 pith:M3L4GX3I submitted 2013-10-10 math.PR

Pointwise upper estimates for transition probability of continuous time random walks on graphs

classification math.PR
keywords transitionuppercontinuousestimatesprobabilityrandomtimeadapted
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Let $X$ be a continuous time random walk on a weighted graph. Given the on-diagonal upper bounds of transition probabilities at two vertices $x_1$ and $x_2$, we use an adapted metric initiated by Davies, and obtain Gaussian upper estimates for the off-diagonal transition probability $P_{x_1}(X_t=x_2)$.

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