Suzanne Lenhart is a Chancellor’s Professor and the James R. Cox Professor of Mathematics the University of Tennessee, Knoxville, and is the Associate Director for Education and Outreach at the National Institute for Mathematical and Biological Synthesis (NIMBioS, funded by the National Science Foundation). She is currently also a member of the UT Center for Wildlife Health. She was a part-time member of the research staff at Oak Ridge National Laboratory for 22 years.
Dr. Lenhart is an applied mathematician working in partial differential equations, ordinary differential equations and optimal control. Her current research focuses on population models with applications in infectious diseases, invasive species, and natural resources. She has authored more than 180 journal articles, as well as 3 books, including Optimal Control applied to Biological Models and Mathematics for the Life Sciences.
She is a Fellow of the Association for Women in Mathematics, American Mathematical Society, the American Association for the Advancement of Science and SIAM.
Dr. Lenhart has extensive education and outreach experience. She directed the Research Experiences for Undergraduates program in the Department of Mathematics for 15 years and now directs such a program at NIMBioS since 2009. She has supervised 22 PhD students and 30 masters students.
She was President of the Association for Women in Mathematics (AWM) in 2001-2003 and is currently the co-president of the Association for Women in Science (AWIS) Tennessee Chapter.
She has been working with the Bearden High School Math Club since 2002 and is active in Mu Alpha Theta activities.
She is a faculty sponsor for the UT Math Club, SIAM Student Chapter and SACNAS student chapter and directs the UT - NIMBioS STEM Alliance, a partner of the South East Alliance for Persons with Disabilities in STEM.
For information about the NIMBioS BioCalculus Assessment project and to request a copy of the assessment instrument from Suzanne Lenhart, use this link. http://www.nimbios.org/~gross/BioCalcAssessmentProject2020.html
- Mathematical Biology
- Optimal Control of ODEs, PDEs, discrete and integrodifference equations
- Population Models, Infectious Diseases, One Health
- Natural Resource Modeling, Invasive Species, Agent Based Models
- Partial Differential Equations
- Parabolic Systems
- First order PDEs for age structure models
- Elliptic equations for population models