In this thesis, we investigate the qualitative and quantitative behaviour of a wide range of numerical methods for differential equations. Our main focus is on compact and moving mesh methods, both of which have attracted much attention recently due to their efficiency and high …
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This thesis is intended to contribute to policy analysis on nuclear energy planning, and also as a contribution to applied mathematics. From point of view of nuclear policy analysis, this thesis is not designed to offer realistic detail on nuclear engineering itself, which is of…
This thesis explores the links between different ways of modelling the physical world. Finite difference numerical simulations may be used to encode the behaviour of physical systems, allowing us to gain insight into their workings and even to predict their behaviour. Similarly,…