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DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS Volume 00, Number 0, XXX XMPP. 000000CONSTRUCTION OF WEAKLY MIXING DIFFEOMORPHISMS PRESERVING MEASURABLE RIEMANNIAN METRIC AND SMOOTH MEASURE ROLAND UNESCO
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How to fill out construction of weakly mixing

Point by point, here is how to fill out the construction of weakly mixing:
01
Start by understanding the concept: Weakly mixing refers to a property in ergodic theory where a dynamical system does not exhibit any strong correlations between past and future states. This property is important in the study of chaotic systems and statistical mechanics.
02
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In conclusion, constructing weakly mixing systems requires a thorough understanding of the underlying theory and mathematical techniques. Researchers in ergodic theory, statistics, mathematics, physics, and engineering can all benefit from the construction of weakly mixing systems in their respective fields.
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