On the behaviour of solutions to discrete time Lotka-Volterra equation
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The time evolution of a class of completely integrable discrete Lotka-Volterra s ystem is shown not unique but have two different ways chosen randomly at every s tep of generation. This uncertainty is consistent with the existence of constant s of motion and disappears in both continuous time and ultra discrete limits.
23 pages, 2 figures
23 pages, 2 figures