Applied mathematics research in the department has a wide range of interests that include absolute stability, robust control, financial modeling, and mathematical biology.
Ph.D.: University of Kiev, 1979
Office: Minard 408E28
Research interests: Research interests of Barabanov include absolute stability, robust control, optimal estimation, pattern recognition, nonconvex optimization.
Research interests: The primary interests are in mathematical modeling of various evolutionary processes at all levels including development of epidemiological models that include heterogeneous structure of populations, the evolutionary consequences of the rampant horizontal gene transfer, and the mathematical analysis of the quasispecies model.
Research interests: SenGupta's research focuses on option pricing theory of financial mathematics and financial modeling with jump processes.His research employs Lévy stochastic processes to analyse various financial situations.
Research Interests: Ungar published his research in seven books, which are available at the NDSU main library. It includes the study of analytic hyperbolic geometry modeled on Einstein's velocity addition law.
Research Interests: Deterministic and stochastic optimal control, feedback stabilization, differential games, Hamilton-Jacobi-Bellman and Hamilton-Jacobi-Isaacs partial differential equations, curse-of-dimensionality-free numerical methods, infinite-dimensional adaptive dynamics, decision support systems. Dynamic mathematical models of bacterial growth, biotechnological production, pathogen evolution, therapy processes against various human diseases. Probabilistic Engineering Mechanics. K