Discrete optimisation is a field of mathematical optimisation that addresses problems involving decision variables that can take discrete values. The theory facilitates the modelling and solving of a variety of problems such as scheduling, routing, resource allocation and so on.
However, the technical nature of these problems can, in certain instances, complicate the process of finding optimal solutions. The comprehension of mathematical models, geometry, algebra, computer algorithms and associated domains are critical for designing efficient methods for discrete optimisation.
My position is funded by the Wallenberg AI, Autonomous Systems and Software Program (WASP), through which I am also part of the WASP Graduate school. In addition, I am a member of the research group Mathematics and Algorithms for Intelligent Decision Making, led by my main supervisor Elina Rönnberg.