Epstein Secrets

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ce for nonlinearity. Biol Cybern 75:85-92 260 HOUSE_OVERSIGHT_013760 Feller, W. (1968) An Introduction to Probability Theory and Its Applications. Wiley. NY. Vol. |., Chapter 3 Fermi, E., Pasta, J., Ulam, S. (1955): Studies of nonlinear problems. Los Alamos Scientific Laboratory Report # 1940 Fessar

mposition” which decomposes the flow into orthogonal components before computing the logarithmic rate of divergence of nearby points on each of them (Stoop and Parisi, 1991). A clever check on the Lyapounov number obtained is to study the flow backwards so that, for example, some rate of separation of po