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Meet Dr. Bailey

Victor Bailey, Ph.D.

Faculty

Science, Technology, Engineering, and Mathematics (STEM) Division

Contact Me: victor.bailey@morehouse.edu
Phone: 470-639-0776
Office Location: Dansby Hall 202E

Assistant Professor of Mathematics, Tenure-Track

Education

Georgia Institute of Technology

Doctor of Philosophy, Mathematics

Bio

Dr. Victor Bailey is a tenure-track assistant professor of mathematics at Morehouse College. He earned his Ph.D. in mathematics from the Georgia Institute of Technology. Dr. Bailey primarily works on problems at the intersection of frame theory and multivariable operator theory, highlighting connections between these research areas.

Additional Information

Selected Publications

Selected Publications

Bailey, V., & Cabrelli, C. (2025). Submodules of H2(T2) and frames by pairs of bounded commuting operators. Complex Analysis and Operator Theory, 19, 196.

Bailey, V., Han, D., Kornelson, K., Larson, D., & Liu, R. (2025). Dynamical frames and hyperinvariant subspaces. Applied and Computational Harmonic Analysis, 101824.

Bailey, V. (in press). Frames via unilateral iterations of a bounded operator. In Modern perspectives in real and complex function theory with applications to operator theory. American Mathematical Society.

Bailey, V., Gallardo-Gutierrez, E., & Partington, J. R. (in preparation). Frames associated with C0-semigroups.

Bailey, V., Bickel, K., & Yang, R. (in preparation). The inner function of the Izuchi-Ohno type submodule.
Research Interest
Research Interest
- Functional analysis
- Harmonic analysis
- Frame theory
- Operator theory
- Complex analysis
Teaching
Teaching
- Set Theory
- Linear Algebra
- Differential and Integral Calculus
- Multivariable Calculus
- Abstract Algebra

Selected Publications

Bailey, V., & Cabrelli, C. (2025). Submodules of H2(T2) and frames by pairs of bounded commuting operators. Complex Analysis and Operator Theory, 19, 196.

Bailey, V., Han, D., Kornelson, K., Larson, D., & Liu, R. (2025). Dynamical frames and hyperinvariant subspaces. Applied and Computational Harmonic Analysis, 101824.

Bailey, V. (in press). Frames via unilateral iterations of a bounded operator. In Modern perspectives in real and complex function theory with applications to operator theory. American Mathematical Society.

Bailey, V., Gallardo-Gutierrez, E., & Partington, J. R. (in preparation). Frames associated with C0-semigroups.

Bailey, V., Bickel, K., & Yang, R. (in preparation). The inner function of the Izuchi-Ohno type submodule.

Research Interest

Functional analysis
Harmonic analysis
Frame theory
Operator theory
Complex analysis

Teaching

Set Theory
Linear Algebra
Differential and Integral Calculus
Multivariable Calculus
Abstract Algebra

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Alumni

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Meet Dr. Bailey

Victor Bailey, Ph.D.

Education

Bio

Additional Information

Selected Publications

Research Interest

Teaching

Selected Publications

Research Interest

Teaching