BSc in Mathematics - Applied Mathematics and Scientific Computation in Birmingham United States | University of Alabama at Birmingham

A mathematical model translates real-world systems into mathematical terms, typically expressed through partial differential equations or systems of equations. Creating accurate models is crucial for our technology-driven society, serving as the vital connection between people and the tools we employ to understand and control our environment.
For weather forecasting, extensive data collection feeds into complex equation systems that account for atmospheric, oceanic, and polar influences. Solving these sophisticated equations requires advanced mathematics and supercomputing power. While not perfectly precise, modern predictions for hurricanes and tornadoes have significantly improved, with early warning systems preventing numerous casualties in recent decades.

Mathematical modeling benefits society in countless other ways. Groundwater systems, essential for communities and agriculture, are monitored through differential equation models that track this renewable yet vulnerable resource. Other valuable applications include designing massive aircraft, medical imaging technology, seismic impact assessments for structures, and financial market prediction tools.