P. Cirilo, B. Gollobit, E. Pujals
Published 2019-07-02Version 1
It is introduced an open class of linear operators on Banach and Hilbert spaces such that their non-wandering set is an infinite dimensional topologically mixing subspace. In certain cases, the non-wandering set coincides with the whole space.
Generalized Hyperbolicity and Shadowing in $L^p$ spaces
Persistence of exponential trichotomy for linear operators: A Lyapunov-Perron approach
Separable Quadratic Stochastic Operators
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