Add to ORKGIn this paper we prove that if a pair of operators is - hypercyclic for all > 0, then it is topologically transitiv
We completely characterize the finite dimensional subsets A of any separable Hilbert space for which...
We completely characterize the finite dimensional subsets A of any separable Hilbert space for which...
Hypercyclicity, strictly speaking, dates back to 1929 when the first example in the literature appea...
Abstract. Let F be a topological vector space and T1, T2 be two continu-ous maps on F, and T = (T1, ...
Dado E um espaço vetorial topológico e T um operador linear contínuo em E, diremos que T é hipercíc...
AbstractWe show that a continuous linear operator T on a Fréchet space satisfies the so-called Hyper...
Dado E um espaço vetorial topológico e T um operador linear contínuo em E, diremos que T é hipercíc...
Dado E um espaço vetorial topológico e T um operador linear contínuo em E, diremos que T é hipercíc...
ABSTRACT. A sequence (Tn) of bounded linear operators between Ba-nach spaces X,Y is said to be hyper...
AbstractA continuous linear operator T:X→X on a topological vector space X is called hypercyclic if ...
[EN] We provide a sufficient condition for an operator T on a non-metrizable and sequentially separ...
[EN] We provide a sufficient condition for an operator T on a non-metrizable and sequentially separ...
AbstractThe present paper introduces a very simple, but very useful notion of the so called quasi-ex...
summary:We examine various types of $\mathcal F$-hypercyclic ($\mathcal F$-topologically transitive)...
summary:We examine various types of $\mathcal F$-hypercyclic ($\mathcal F$-topologically transitive)...
We completely characterize the finite dimensional subsets A of any separable Hilbert space for which...
We completely characterize the finite dimensional subsets A of any separable Hilbert space for which...
Hypercyclicity, strictly speaking, dates back to 1929 when the first example in the literature appea...
Abstract. Let F be a topological vector space and T1, T2 be two continu-ous maps on F, and T = (T1, ...
Dado E um espaço vetorial topológico e T um operador linear contínuo em E, diremos que T é hipercíc...
AbstractWe show that a continuous linear operator T on a Fréchet space satisfies the so-called Hyper...
Dado E um espaço vetorial topológico e T um operador linear contínuo em E, diremos que T é hipercíc...
Dado E um espaço vetorial topológico e T um operador linear contínuo em E, diremos que T é hipercíc...
ABSTRACT. A sequence (Tn) of bounded linear operators between Ba-nach spaces X,Y is said to be hyper...
AbstractA continuous linear operator T:X→X on a topological vector space X is called hypercyclic if ...
[EN] We provide a sufficient condition for an operator T on a non-metrizable and sequentially separ...
[EN] We provide a sufficient condition for an operator T on a non-metrizable and sequentially separ...
AbstractThe present paper introduces a very simple, but very useful notion of the so called quasi-ex...
summary:We examine various types of $\mathcal F$-hypercyclic ($\mathcal F$-topologically transitive)...
summary:We examine various types of $\mathcal F$-hypercyclic ($\mathcal F$-topologically transitive)...
We completely characterize the finite dimensional subsets A of any separable Hilbert space for which...
We completely characterize the finite dimensional subsets A of any separable Hilbert space for which...
Hypercyclicity, strictly speaking, dates back to 1929 when the first example in the literature appea...