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Dynamics amidst folding and twisting in 2-dimensional maps

PhD ceremony:Mr S.H.P. (Swier) GarstWhen:October 19, 2018 Start:16:15Supervisor:prof. dr. H.W. (Henk) BroerCo-supervisors:dr. A.E. (Alef) Sterk, dr. J.M. AartsWhere:Academy building RUG / Student Information & AdministrationFaculty:Science and Engineering
Dynamics amidst folding and twisting in 2-dimensional maps

Dynamics amidst folding and twisting in 2-dimensional maps

A predator-prey model from biodynamics was the inspiration for the definition of a mathematical toy model that folds and twists the plane. These fold an twist are repeated and repeated, again and again. Then it turns out that a number of mathematical properties, for example, chaotic behavior, occurs in both models. But not only in the predator-prey map the fold and twist is a fundamental property this fold and twist occurs also in the Lorenz-63 model which is originated from meteorology. The mathematical properties of this model can also be better understood as it is considered as a fold and twist. So the fold and twist is a fundamental property of maps where different states at one moment lead to the same state in the next one.

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