Independence times for iid sequences, random walks and Lévy processes
Vidmar, Matija, 1988-
Za zaporedje v diskretnem času s stacionarnimi neodvisnimi vrednostmi (oz. za slučajni sprehod) ▫$X$▫, karakteriziramo, v množično-teoretičnem smislu, tiste slučajne čase ▫$R$▫, za katere je strogo ...po-▫$R$▫ zaporedje (oz. proces prirastkov ▫$X$▫-a po času ▫$R$▫) neodvisno od zgodovine do časa ▫$R$▫. Za Lévyjev proces ▫$X$▫ in za slučajen čas ▫$R$▫ podamo relativno uporabne zadostne pogoje in delen potreben pogoj za to, da je proces prirastkov ▫$X$▫-a po času ▫$R$▫ neodvisen od zgodovine do časa ▫$R$▫.
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