n-Weakly hypercyclic and n-weakly supercyclic operators

Nathan S. Feldman

Type: Article

Publication Date: 2012-08-20

Citations: 9

DOI: https://doi.org/10.1016/j.jfa.2012.07.006

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Locations

Journal of Functional Analysis - View

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+	On numerically hypercyclic operators	2013	Stanislav Shkarin
+	On convex-cyclic operators	2015	Teresa Bermúdez A. Bonilla Nathan S. Feldman
+ PDF Chat	Dynamics of weighted composition operators in the unit ball	2019	Zhong-Shan Fang Ze‐Hua Zhou
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+	On A ( m ; p ) - Expansive and A ( m ; p ) - Hyperexpansive Operators on Banach Spaces - I	2014	Sid Ahmed Ould Ahmed Mahmoud
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+	Weak Supercyclicity—An Expository Survey	2024	Carlos S. Kubrusly
+	On convex-cyclic operators	2014	Teresa Bermúdez A. Bonilla Nathan S. Feldman

Works Cited by This (26)

Action	Title	Year	Authors
+ PDF Chat	Supercyclicity and weighted shifts	1999	Héctor N. Salas
+	Invariant Subspaces of Matrices with Applications	2006	Israel Gohberg Peter Lancaster Leiba Rodman
+	On a conjecture of D. Herrero concerning hypercyclic operators	2000	George Costakis
+ PDF Chat	A weighted bilateral shift with cyclic square is supercyclic	2007	Stanislav Shkarin
+ PDF Chat	The plank problem for symmetric bodies	1991	Keith Ball
+	Non-sequential weak supercyclicity and hypercyclicity	2006	Stanislav Shkarin
+	Hypercyclic and Cyclic Vectors	1995	Shamim Ansari
+ PDF Chat	Hypercyclic weighted shifts	1995	Héctor N. Salas
+ PDF Chat	A Course in Functional Analysis.	1986	T. W. Gamelin John B. Conway
+ PDF Chat	Some properties of N-supercyclic operators	2004	Paul Bourdon Nathan S. Feldman Joel H. Shapiro