Brownian motion but rather a singular behavior in which the particle doesn't move at all. The Brownian motion can be modeled by a random walk. Random walks in porous media or fractals are anomalous. In the general case, Brownian motion is a non-Markov random process and described by stochastic integral equations. The French mathematician Paul Lévy proved the following theorem, which gives a necessary and sufficient condition for a continuous R-valued stochastic process "X" to actually be "n"-dimensional Brownian motion. Hence, Lévy's condition can actually be used as an alternative definition of Brownian motion. Let "X" = ("X", ..., "X") be a
Brownian Motion Ultimate team that laid the foundations for the team spirit and intensive training that led to future athletic success. 1989 also witnessed the birth of Disco Inferno, the Brown Women's Ultimate team and the relationship between men's and women's teams helped players reformulate playing and training strategies. Sometime around 1996, Brownian Motion reformed, changing from an "old school" team to a "new school" team with championship dreams. By 1998, Brownian Motion had never won a Sectional's championship. However, making its first cross-country trip as a team, Brownian Motion competed at the premier Stanford Invitational Tournament in 1998, finishing an even 3-3,