HYPERCYCLICITY AND SUPERCYCLICITYFOR SOME CLASSES OF OPERATORS

Authors

  • Buthainah A Ahmed Department of Mathematics, College of Science, University of Baghdad.
  • Hiba F Al-Janaby Department of Mathematics, College of Science, University of Baghdad.

Keywords:

Hypercyclic operator, supercyclic operator, decomposable operator, –hyponormal operator, single valued extension property (SVEP), Dunford's property, decomposition property

Abstract

In this paper,we prove that, if is the quotient of a decomposable on a separable Banach space (M–hyponormal operator on a real Hilbert space), then is hypercyclic operators. We also show that these classes of operators are supercyclic operators.

 

Published

2009-03-01

Issue

Section

Articles

How to Cite

(1)
HYPERCYCLICITY AND SUPERCYCLICITYFOR SOME CLASSES OF OPERATORS. ANJS 2009, 12 (1), 143-148.

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