Carl M. Pearcy
Affiliations: | Texas A & M University, College Station, TX, United States |
Area:
MathematicsGoogle:
"Carl Pearcy"Children
Sign in to add trainee| Ali-Amir Husain | grad student | 2004 | Texas A & M |
| Lidia Smith | grad student | 2009 | Texas A & M |
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Publications
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| Jung IB, Ko EI, Pearcy C. (2019) Hyperinvariant Subspaces for Some 2x2 Operator Matrices, II Kyungpook Mathematical Journal. 59: 225-231 |
| Jung IB, Ko E, Pearcy C. (2019) Hyperinvariant subspaces for a class of quasinilpotent operators Studia Mathematica. 245: 289-296 |
| Bercovici H, Jung IB, Ko E, et al. (2019) Generalizations of the relation of quasisimilarity for operators Acta Scientiarum Mathematicarum. 85: 681-691 |
| Jung IB, Ko E, Pearcy C. (2018) Almost invariant half-spaces for operators on Hilbert space Bulletin of the Australian Mathematical Society. 97: 133-140 |
| Jung IB, Pearcy C. (2013) A Class of Invertible Bilateral Weighted Shifts Kyungpook Mathematical Journal. 53: 185-189 |
| Foias C, Jung IB, Ko E, et al. (2011) Spectral decomposability of rank-one perturbations of normal operators Journal of Mathematical Analysis and Applications. 375: 602-609 |
| Pearcy C, Smith L. (2010) More classes of non-orbit-transitive operators Studia Mathematica. 197: 43-55 |
| Foias C, Pearcy C, Smith L. (2010) Some spectral quasisimilarity invariants for operators, Indiana Univ. Math. J. 59 (2010), 2071-2086 Indiana University Mathematics Journal. 59: 2071-2086 |
| Chevreau B, Jung IB, Ko E, et al. (2010) Dual subspaces of operators Journal of Mathematical Analysis and Applications. 366: 218-225 |
| Bercovici H, Douglas RG, Foias C, et al. (2010) Confluent operator algebras and the closability property Journal of Functional Analysis. 258: 4122-4153 |