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One-dimensional monotone nonautonomous dynamical systems

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This work is devoted to the study of the dynamics of one-dimensional monotone nonautonomous(cocycle)dynamical systems.A description of the structures of their invariant sets,omega limit sets,Bohr/Levitan almost periodic and almost automorphic motions,global attractors,and pinched and minimal sets is given.An application of our general results is given to scalar differential and difference equations.

one-dimensional dynamicspinched and minimal setsglobal attractorsmonotone nonautonomous cocyclealmost periodic solutionsscalar differential/difference equations

David Cheban

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Faculty of Mathematics and Computer Science,Laboratory of Fundamental and Applied Mathematics,Moldova State University,Chisinau 2009,Moldova

State Program of the Republic of Moldova

20.80009.5007.25

2024

中国科学:数学(英文版)
中国科学院

中国科学:数学(英文版)

CSTPCD
影响因子:0.36
ISSN:1674-7283
年,卷(期):2024.67(2)
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