Dr Murad Banaji
Senior Lecturer in Mathematics and 91快活林Research Overview
Much of my research focusses on the behaviour of dynamical systems with network structure, which arise naturally in chemistry and biology. Techniques from algebra, geometry, and combinatorics can be used alongside traditional approaches from dynamical systems and bifurcation theory to understand how network structure influences the allowed dynamics of such systems. A particularly exciting application is "chemical reaction network theory", the abstract study of systems of equations (differential or algebraic) arising from reaction networks.
PhD Supervision Interests
I am interested in supervising PhD projects in dynamical systems and bifurcation theory applied to problems in biology and chemistry. I currently have an open project: "Subnetworks, inheritance and emergence in biological networks"; you will find more details on the MARS website.
MARS: Mathematics for 91快活林 in Real-world Systems
- MARS: Mathematics for 91快活林 in Real-world Systems