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XIV: 34, 316-317, LNM 784 (1980)

**ÉMERY, Michel**

Une propriété des temps prévisibles (General theory of processes)

The idea is to prove that the general theory of processes on a random interval $[0,T[$, where $T$ is previsible, is essentially the same as on $[0,\infty[$. To this order, a continuous, strictly increasing adapted process $(A_t)$ is constructed, such that $A_0=0$, $A_T=1$

Keywords: Previsible times

Nature: Original

Retrieve article from Numdam

Une propriété des temps prévisibles (General theory of processes)

The idea is to prove that the general theory of processes on a random interval $[0,T[$, where $T$ is previsible, is essentially the same as on $[0,\infty[$. To this order, a continuous, strictly increasing adapted process $(A_t)$ is constructed, such that $A_0=0$, $A_T=1$

Keywords: Previsible times

Nature: Original

Retrieve article from Numdam