Using tumor growth modeling and informed neural networks as early predictive clinical endpoints. 2007 Continuous dispersion for invasive motility. 2009 Invasive growth with cell density and oxygen.

Applied Mathematical Models in Human Physiology, by Johnny T. Ottesen, Mette S. Olufsen, and Jesper K. Larsen, introduces mathematicians to real applications from physiology. Using mathematics to ...

Development of the theory of partial differential equations (PDEs) was one of the key influences behind the scientific revolution of the late 19th-century as it brought a powerful quantitative tool ...

Abstract: Sea-level rise is a major driver of coastal risk, yet estimates of future sea levels and coastal damages depend on a complex modeling chain with substantial uncertainty. In this talk, I ...

Recent mathematical advances have made it more feasible to model cancer from a mathematical viewpoint. For example, we now have individual-based modelling techniques that better represent the ...

Mathematical modeling is the process of developing mathematical descriptions, or models, of real-world systems. These models can be linear or nonlinear, discrete or continuous, deterministic or ...

Read this article on Operations Research from the Boston Globe, 2007. Industrial mathematics is a well-established field within the mathematical sciences community. Every four years there is an ...

What is it like to study mathematical biology in the MAST programme? In practice, we study mathematical ecology. Ecology is getting ever more important and we offer a deep knowledge of mathematical ...

Due to high demand for this course, we operate a staged admissions process with multiple selection deadlines throughout the year, to maintain a fair and transparent approach. Explore our campus, meet ...