Let T be a bounded linear operator acting on a complex, separable, in®nite-dimensional Banach space B. For x 2B, the orbit of x under T is the set of images of x under the successive iterates of T
Title: Semigroups of operators and its orbits Author: Jan Vršovský Department: Institute of Mathemat...
AbstractLet X denote an arbitrary separable Banach space over the field of complex numbers and B(X) ...
AbstractLet X denote an arbitrary separable Banach space over the field of complex numbers and B(X) ...
AbstractA bounded linear operator T on Hilbert space is subspace-hypercyclic for a subspace M if the...
AbstractA vectorxin a Banach space B is called hypercyclic for a bounded linear operatorT:B→B if the...
Even linear operators on infinite-dimensional spaces can display interesting dynamical prop-erties a...
Even linear operators on infinite-dimensional spaces can display interesting dynamical properties an...
Even linear operators on infinite-dimensional spaces can display interesting dynamical properties an...
For a separable Banach space X, let L denotes the algebra of bounded operators on X endowed with th...
Grosse-Erdmann and Kim recently introduced the notion of bihypercyclicity for studying the existence...
AbstractA continuous linear operator T:X→X is hypercyclic if there is an x∈X such that the orbit {Tn...
Let be an infinite dimensional separable complex Hilbert space and let , where is the Banach alg...
Abstract. For a separable Banach space X, let L denotes the algebra of bounded operators on X endowe...
Abstract. For a separable Banach space X, let L denotes the algebra of bounded operators on X endowe...
AbstractLet E be a separable Fréchet space. The operators T1,…,Tm are disjoint hypercyclic if there ...
Title: Semigroups of operators and its orbits Author: Jan Vršovský Department: Institute of Mathemat...
AbstractLet X denote an arbitrary separable Banach space over the field of complex numbers and B(X) ...
AbstractLet X denote an arbitrary separable Banach space over the field of complex numbers and B(X) ...
AbstractA bounded linear operator T on Hilbert space is subspace-hypercyclic for a subspace M if the...
AbstractA vectorxin a Banach space B is called hypercyclic for a bounded linear operatorT:B→B if the...
Even linear operators on infinite-dimensional spaces can display interesting dynamical prop-erties a...
Even linear operators on infinite-dimensional spaces can display interesting dynamical properties an...
Even linear operators on infinite-dimensional spaces can display interesting dynamical properties an...
For a separable Banach space X, let L denotes the algebra of bounded operators on X endowed with th...
Grosse-Erdmann and Kim recently introduced the notion of bihypercyclicity for studying the existence...
AbstractA continuous linear operator T:X→X is hypercyclic if there is an x∈X such that the orbit {Tn...
Let be an infinite dimensional separable complex Hilbert space and let , where is the Banach alg...
Abstract. For a separable Banach space X, let L denotes the algebra of bounded operators on X endowe...
Abstract. For a separable Banach space X, let L denotes the algebra of bounded operators on X endowe...
AbstractLet E be a separable Fréchet space. The operators T1,…,Tm are disjoint hypercyclic if there ...
Title: Semigroups of operators and its orbits Author: Jan Vršovský Department: Institute of Mathemat...
AbstractLet X denote an arbitrary separable Banach space over the field of complex numbers and B(X) ...
AbstractLet X denote an arbitrary separable Banach space over the field of complex numbers and B(X) ...