Meet Morgan McAnally
Associate Teaching Professor, Mathematics
Preferred Pronouns: she/her
Phone: (813) 257-3341
Email: mmcanally@ut.edu
Address: 401 W. Kennedy Blvd. Tampa, FL 33606
Mailbox: 3F
Building:
MKE
Room: 106
Education
2007 University of Tampa, B.A.
2011 University of South Florida, B.A.
2014 University of South Florida, M.A.
2017 University of South Florida, Ph.D.
Courses Taught
College Algebra
Calculus I
Pre-Calculus
Computational Linear Algebra
Business Calculus
Programming with Mathematical Applications
Career Specialties
Morgan McAnally researches infinite dimensional integrable systems, Darboux transformations, integrable couplings, Hirota bilinear forms and other applications to specific nonlinear partial differential equations. McAnally has special interests in machine learning, data science, physics and the stock market.
Professional and Community Activities
Morgan McAnally has published seven papers. Two of the most cited papers are:
McAnally, W. Ma. An integrable generalization of the D-Kaup-Newell soliton hierarchy and its bi-Hamiltonian reduced hierarchy. Appl. Math. Comput. 323: 220-227 (2018).
Zhou, S. Manukure, M. McAnally. Lump and rogue wave solutions to a (2+1)-dimensional
Boussinesq type equation. J. Geom. Phys. 167, 104275 (2021).
CONFERENCE PRESENTATIONS:
McAnally (2019). “An integrable system, a bi-Hamiltonian reduction, and some explicit solutions.” 5th International Workshop on Nonlinear and Modern Mathematical Physics, Honolulu, HI.
McAnally (2019). “An integrable hierarchy, a bi-Hamiltonian reduction, and some explicit solutions.” SIAM Conference on Analysis of Partial Differential Equations (PD19), La Quinta, CA.
Honors and Awards
McAnally received the Tharp Scholarship award from the University of South Florida each year from 2014-2017.
SURF fellowship, 2020