IV: 13, 151-161, LNM 124 (1970)
MAISONNEUVE, Bernard; MORANDO, Philippe
Temps locaux pour les ensembles régénératifs (Markov processes)
This paper uses the results of the preceding one 412 to define and study the local time of a perfect regenerative set with empty interior (e.g. the set of zeros of Brownian motion), a continuous adapted increasing process whose set of points of increase is exactly the given set
Comment: Same references as the preceding paper 412
Keywords: Renewal theory, Regenerative sets, Local times
Nature: Original
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