11 citations · 11 across the 12 of their papers we have counts for
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math.PR2020
A unifying approach to non-minimal quasi-stationary distributions for one-dimensional diffusions
Kosuke Yamato
Convergence to non-minimal quasi-stationary distributions for one-dimensional diffusions is studied. We give a method of reducing the convergence to the tail behavior of the lifeti…
math.PR2020★ 11 cited
Aging arcsine law in Brownian motion and its generalization
Takuma Akimoto, Toru Sera, Kosuke Yamato +1
Classical arcsine law states that fraction of occupation time on the positive or the negative side in Brownian motion does not converge to a constant but converges in distribution…