HomeAcademicsMajors & MinorsMathematics Tom Stojsavljevic

Education

PhD in Mathematics, University of Wisconsin - Milwauke

BS in Pure Math, University of Wisconsin - Milwaukee

Courses Taught

MATH 110 - Calculus I

MATH 115 - Calculus II

Math 150 - Introduction to Proofs

Math 201 - Vector Calculus

Math 205 - Probability and Statistics I

Math 290 (190) - Differential Equations

Math 300 - Mathematical Modeling

Math 310 - Probability and Statistics II

Math 383/385 - Mathematics Colloquium

Research Interests

Applied Mathematics
Mathematical biology, computational neuroscience, agent based and cellular automata models

Statistics
Parameter estimation, global sensitivity analysis, machine learning

Publications

Stojsavljevic, T.; Guo, Y.; Macaluso, D. Adaptive Stimulations in a Biophysical Network Model of Parkinson’s Disease. Int. J. Mol. Sci. 2023, 24, 5555. http://doi.org/10.3390/ijms24065555

Stojsavljevic, T., G.A. Pinter, I. Lauko, and N. Myers (2019) Parameter identification and
global sensitivity analysis for a phytoplankton competition model. Quart. Appl. Math. 77:
1-18. http://doi.org/10.1090/qam/1514

B´echette, A., T. Stojsavljevic, M. Tessmer, J.A. Berges, G.A. Pinter and E.B. Young. (2013)
Mathematical modeling of bacteria–virus interactions in Lake Michigan incorporating
phosphorus content. J. Great Lakes Res. 39(4): 646-654. http://doi.org/10.1016/j.jglr.2013.09.003

Tom Stojsavljevic

Assistant Professor of Mathematics and Computer Science

Pronouns: he/him/his Email: stojsavljevictg@ngskmc-eis.net Phone: 608-363-2404 Schedule an Appointment Office: Room 216, Sanger Center for the Sciences

I’m an applied mathematician whose research focuses on modeling complex biological systems. My primary work is investigating problems at the intersection of mathematics, biology and chemistry. Before coming to Beloit College, my work focused on modeling the base of freshwater ecosystems. This work included studies on bacteria-virus dynamics and phytoplankton layering phenomena.

Currently, I’m working in computational neuroscience and developing new models of deep brain stimulation (DBS) which can be used in treating Parkinson’s disease and other neurological disorders.

I’m an active member in the Math Circle community, which is dedicated to building, connecting, and supporting local communities focused on the enjoyment of mathematics. Math Circles are powerful bridges among K-12 schools, higher education institutions, out-of-school programs, and families.

Spring 2024 Teaching

Math 150, Math 201, Math 300