[HTML][HTML] A NOTE ON FREQUENT HYPERCYCLICITY OF OPERATORS THAT -COMMUTE WITH THE DIFFERENTIATION OPERATOR
F León-Saavedra, MPR de la Rosa - Journal of Mathematical Sciences, 2022 - Springer
A continuous linear operator on a Fréchet space X is frequently hypercyclic if there exists a
vector x such that for any nonempty open subset U⊂ X the set of n∈ N∪{0} for which T nx∈ …
vector x such that for any nonempty open subset U⊂ X the set of n∈ N∪{0} for which T nx∈ …
[PDF][PDF] A NOTE ON FREQUENT HYPERCYCLICITY OF OPERATORS THAT‑COMMUTE WITH THE DIFFERENTIATION OPERATOR
F León‑Saavedra, MPR de la Rosa - 2022 - academia.edu
A continuous linear operator on a Fréchet space X is frequently hypercyclic if there exists a
vector x such that for any nonempty open subset U⊂ X the set of n∈ ℕ∪{0} for which Tnx∈ …
vector x such that for any nonempty open subset U⊂ X the set of n∈ ℕ∪{0} for which Tnx∈ …
A NOTE ON FREQUENT HYPERCYCLICITY OF OPERATORS THAT λ-COMMUTE WITH THE DIFFERENTIATION OPERATOR.
F León-Saavedra… - Journal of Mathematical …, 2022 - search.ebscohost.com
A continuous linear operator on a Fréchet space X is frequently hypercyclic if there exists a
vector x such that for any nonempty open subset U⊂ X the set of n∈ N∪{0} for which T nx∈ …
vector x such that for any nonempty open subset U⊂ X the set of n∈ N∪{0} for which T nx∈ …
A NOTE ON FREQUENT HYPERCYCLICITY OF OPERATORS THAT [Formula omitted]-COMMUTE WITH THE DIFFERENTIATION OPERATOR.
F León-Saavedra, MPR de la Rosa - Journal of Mathematical Sciences, 2022 - go.gale.com
A continuous linear operator on a Fréchet space [Formula omitted] is frequently hypercyclic if
there exists a vector x such that for any nonempty open subset [Formula omitted] the set of …
there exists a vector x such that for any nonempty open subset [Formula omitted] the set of …
A note on frequent hypercyclicity of operators that λ-commute with the differentiation operator
F León Saavedra, MP Romero de la Rosa - 2022 - rodin.uca.es
A continuous linear operator on a Fréchet space X is frequently hypercyclic if there exists a
vector x such that for any nonempty open subset U⊂ X the set of n∈ N∪{0} for which Tnx∈ …
vector x such that for any nonempty open subset U⊂ X the set of n∈ N∪{0} for which Tnx∈ …
[PDF][PDF] A NOTE ON FREQUENT HYPERCYCLICITY OF OPERATORS THAT‑COMMUTE WITH THE DIFFERENTIATION OPERATOR
F León‑Saavedra, MPR de la Rosa - 2022 - academia.edu
A continuous linear operator on a Fréchet space X is frequently hypercyclic if there exists a
vector x such that for any nonempty open subset U⊂ X the set of n∈ ℕ∪{0} for which Tnx∈ …
vector x such that for any nonempty open subset U⊂ X the set of n∈ ℕ∪{0} for which Tnx∈ …