Plane Brownian motion has strictlyn-multiple points

Author:

Adelman Omer,Dvoretzky Aryeh

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference4 articles.

1. O. Adelman,Plane Brownian motion, multiple points and order types, to appear.

2. A. Dvoretzky, P. Erdös and S. Kakutani,Multiple points of paths of Brownian motion in the plane, Bull. Res. Counc. Israel, Section F,3 (1954), 364–371.

3. J. F. Le Gal,Sur la measure de Hausdorff des points multiples du mouvement brownien plan, to appear.

4. S. J. Taylor,Sample path properties of processes with stationary independent increments, inStochastic Analysis (D. Kendall and E. Harding, eds.), Wiley and Sons, London, 1973.

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1. The spans in Brownian motion;Annales de l'Institut Henri Poincaré, Probabilités et Statistiques;2017-08-01

2. Some properties of planar brownian motion;Lecture Notes in Mathematics;1992

3. Which sets contain multiple points of Brownian motion?;Mathematical Proceedings of the Cambridge Philosophical Society;1988-01

4. Self-Intersection Gauge for Random Walks and for Brownian Motion;The Annals of Probability;1988-01-01

5. Le comportement du mouvement brownien entre les deux instants où il passe par un point double;Journal of Functional Analysis;1987-04

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