Browsing Work in progress by Subject "Brownian motion; Complex points; Kolmogorov complexity; Law of iterated logarithm Binary codes; Dynamical systems; Recursive functions; Complex points; Kolmogorov complexity; Law of iterated logarithm; Brownian movement"
JavaScript is disabled for your browser. Some features of this site may not work without it.
Browsing Work in progress by Subject "Brownian motion; Complex points; Kolmogorov complexity; Law of iterated logarithm Binary codes; Dynamical systems; Recursive functions; Complex points; Kolmogorov complexity; Law of iterated logarithm; Brownian movement"
We study the local fluctuations of Brownian motions which are represented by infinite binary strings which are random in the sense of Kolmogorov-Chaitin. We show how the dynamical properties of such a Brownian motion at a ...