and which may influence the kind of core research that is done. A focus area may eventually become a core area. Doctoral students learn a fairly broad spectrum of pure and applied mathematics, and ...
Beke’s research areas are algebraic topology; category theory, model theory, logic; computational geometry, theorem proving in euclidean geometry Enrique Gonzalez Velasco Recently published a new book ...
The Department of Mathematics at Drexel University features a diverse group of faculty members in the most active research phases of their careers. Faculty research falls into a variety of areas, ...
Pure mathematics uses mathematics to explore abstract ideas, mathematics that does not necessarily describe a real physical system. This can include developing the fundamental tools used by ...
The mathematical physics group studies physical phenomena with the help of pure mathematics ... imaging and modelling techniques. The focal areas include medical imaging, geophysics and space research ...
pure mathematics, statistics, or computational and applied mathematics. Applicants are not required to have an undergraduate degree in mathematics. Each concentration area has a set of required ...
In the research skills and project unit you will first complete ... We supervise projects and dissertations in a variety of areas of pure mathematics and beyond. These include (but are not limited to) ...
We maintain a list of courses in mathematics, statistics, economics and management that are recommended for students planning to pursue a career in actuarial science. You'll have the opportunity to ...
normally of current or recent research interest, chosen in consultation with your supervisor. We supervise projects and dissertations in a variety of areas of pure mathematics and beyond. These ...
Current areas of research in Bristol include finite and algebraic groups ... problems of a combinatorial nature arise in many other areas of pure mathematics, notably in group theory, probability, ...
The overarching vision of his research is a synergism of mathematics and science. Professor Restrepo studies complex systems formed by many interacting units using techniques from Nonlinear Dynamics.