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Rethinking the Definition of Rate-Induced Tipping

Published 3 Feb 2021 in math.DS | (2102.02133v2)

Abstract: The current definition of rate-induced tipping is tied to the idea of a pullback attractor limiting in forward and backward time to a stable quasi-static equilibrium. Here we propose a new definition that encompasses the standard definition in the literature for certain scalar systems and includes previously excluded $N$-dimensional systems that exhibit rate-dependent critical transitions.

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