- PERTURBATIONS OF HYPERCYCLIC VECTORS NATHAN S. FELDMAN
- ESSENTIALLY SUBNORMAL OPERATORS NATHAN S. FELDMAN
- Interpolating Measures for Subnormal Operators Nathan S. Feldman
- Contemporary Mathematics The Dynamics of Cohyponormal Operators
- ON THE SPECTRAL PICTURE OF AN IRREDUCIBLE SUBNORMAL OPERATOR II
- -ALGEBRAS WITH MULTIPLE SUBNORMAL GENERATORS NATHAN S. FELDMAN AND PAUL J. MCGUIRE
- LINEAR CHAOS? Nathan S. Feldman
- COUNTABLY HYPERCYCLIC OPERATORS NATHAN S. FELDMAN
- HYPERCYCLIC TUPLES OF OPERATORS & SOMEWHERE DENSE ORBITS
- SOMEWHERE DENSE ORBITS ARE EVERYWHERE PAUL S. BOURDON AND NATHAN S. FELDMAN
- HYPERCYCLIC PAIRS OF COANALYTIC TOEPLITZ NATHAN S. FELDMAN
- N-WEAKLY SUPERCYCLIC MATRICES NATHAN S. FELDMAN
- Integral Equations Operator Theory J. 37 (2000), no. 4, p. 402-422 SUBNORMAL OPERATORS, SELF-COMMUTATORS, AND
- ON THE SPECTRAL PICTURE OF AN IRREDUCIBLE SUBNORMAL OPERATOR II
- COMPUTING THE FREDHOLM INDEX OF TOEPLITZ OPERATORS WITH CONTINUOUS SYMBOLS
- PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
- SUBNORMAL AND HYPONORMAL GENERATORS OF NATHAN S. FELDMAN AND PAUL MCGUIRE
- COMPUTING THE FREDHOLM INDEX OF TOEPLITZ OPERATORS WITH CONTINUOUS SYMBOLS
- HYPERCYCLICITY & SUPERCYCLICITY FOR INVERTIBLE BILATERAL WEIGHTED SHIFTS
- HYPERCYCLIC AND SUPERCYCLIC COHYPONORMAL NATHAN S. FELDMAN, VIVIEN GLASS MILLER, AND THOMAS L. MILLER
- TENSOR PRODUCTS OF SUBNORMAL OPERATORS NATHAN S. FELDMAN
- POINTWISE MULTIPLIERS FROM THE HARDY SPACE TO THE BERGMAN SPACE
- The Berger-Shaw Theorem for Cyclic Subnormal Operators
- PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
- N-SUPERCYCLIC OPERATORS NATHAN S. FELDMAN
- TENSOR PRODUCTS OF SUBNORMAL OPERATORS NATHAN S. FELDMAN
- POINTWISE MULTIPLIERS FROM THE HARDY SPACE TO THE BERGMAN SPACE
- SOMEWHERE DENSE ORBITS ARE EVERYWHERE DENSE
- PERTURBATIONS OF HYPERCYCLIC VECTORS NATHAN S. FELDMAN
- Contemporary Mathematics The Dynamics of Cohyponormal Operators
- PURE SUBNORMAL OPERATORS HAVE CYCLIC ADJOINTS NATHAN S. FELDMAN
- SUBNORMAL OPERATORS, SELF-COMMUTATORS, AND PSEUDOCONTINUATIONS
- SOME PROPERTIES OF N-SUPERCYCLIC OPERATORS P S. BOURDON, N. S. FELDMAN, AND J. H. SHAPIRO
- LINEAR CHAOS? Nathan S. Feldman
- ESSENTIALLY SUBNORMAL OPERATORS NATHAN S. FELDMAN
- HYPERCYCLICITY & SUPERCYCLICITY FOR INVERTIBLE BILATERAL WEIGHTED SHIFTS
- HYPERCYCLIC AND SUPERCYCLIC COHYPONORMAL OPERATORS
- J. Functional Analysis 162 (1999), no. 2, 379 -399. PURE SUBNORMAL OPERATORS HAVE CYCLIC ADJOINTS
- SOME PROPERTIES OF N-SUPERCYCLIC OPERATORS P S. BOURDON, N. S. FELDMAN, AND J. H. SHAPIRO
- COUNTABLY HYPERCYCLIC OPERATORS NATHAN S. FELDMAN
- N-SUPERCYCLIC OPERATORS NATHAN S. FELDMAN
- (page 741) | * The Berger-Shaw Theorem for
- N-WEAKLY HYPERCYCLIC AND N-WEAKLY SUPERCYCLIC NATHAN S. FELDMAN
