Dynamical Systems. Attractors, Invariant Measures
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In the development of the general theory of climate it is convenient to abstract from the specific form of one or another model of climate and consider such their properties which are typical of certain sufficiently wide classes of the models. From our standpoint the climate model is a system of partial differential equations with the corresponding boundary and initial conditions.
KeywordsPhase Space Lyapunov Exponent Invariant Measure Global Attractor Dissipative System
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