Mathematical Modeling
Mathematical modeling is the art of interpreting issues from an application territory or a real- world problem into tractable mathematical formulations whose theoretical and numerical analyses provide understanding, clarifications and useful guidance for the original application. Learning about mathematical modeling is a significant advance from a hypothetical scientific preparing to an application-situated numerical skill, and makes the student fit for acing the difficulties of our innovative technological culture. Our team use several classification criteria for mathematical models according to their structure: Linear vs. Nonlinear, Explicit vs. Implicit, Discrete vs. Continuous, Deterministic vs. Stochastics. We focus on these areas, while collaborating with academics in local and foreign Universities.
Latest publications
- Chandani Dissanayake, Lourdes Juan, Kevin R. Long, Angela Peace, Md Masud Rana, “Genotypic Selection in Spatially Heterogeneous Producer-Grazer Systems Subject to Stoichiometric Constraints”, Bulletin of Mathematical Biology, 2019 (https://doi.org/10.1007/s11538-018-00559-9).