Journal
DIFFERENTIAL EQUATIONS
Volume 59, Issue 7, Pages 867-879Publisher
PLEIADES PUBLISHING INC
DOI: 10.1134/S0012266123070017
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In this study, we solve a classical problem in the theory of dynamical systems regarding the minimality of the shift on an infinite-dimensional torus. More specifically, we provide sufficient conditions that guarantee the absence of the minimality property.
We study the question, classical in the theory of dynamical systems, about the minimalityof the shift on an infinite-dimensional torus; more precisely, the problem of finding sufficientconditions guaranteeing the absence of the minimality property is solved.
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