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We show that, for random walks on Cayley graphs, the long time behavior of the probability of
return after 2n steps is invariant by quasi-isometry.
A numerical stability investigation of strong ZND detonations for Majda's model
numerical stability investigation ZND Majda's model
2010/11/12
We carry out a systematic numerical stability analysis of ZND detonations of Majda's model with Arrhenius-type ignition function, a simplified model for reacting flow, as heat release and activation ...
A Stability Version of Hölder's Inequality for $0 < p < 1$
Hö lder's inequality Reverse triangle inequality
2010/1/25
We use a refinement of Hölder's inequality for to obtain the corresponding refinement when . This in turn allows us to sharpen the reverse triangle inequality on the nonnegative functions in , f...