Browse by: Author name - Classification - Keywords - Nature

2 matches found
V: 27, 278-282, LNM 191 (1971)
SAM LAZARO, José de; MEYER, Paul-André
Une remarque sur le flot du mouvement brownien (Brownian motion, Ergodic theory)
It is proved that the second Wiener chaos (for Brownian motion over the line with its time-invariant measure) contains infinitely many screw-lines orthogonal in the weak sense
Comment: See Sam Lazaro-Meyer, Z. für W-theorie, 18, 1971
Keywords: Brownian motion, Wiener chaos, Screw-lines
Nature: Original
Retrieve article from Numdam
XLIV: 06, 141-148, LNM 2046 (2012)
The derivative of the intersection local time of Brownian motion through Wiener chaos (Theory of processes)
Keywords: Intersection of local time, Wiener chaos
Nature: Original