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Juri Parrinello - Modelling water uptake in rice using moving meshes. Victoria Heighton - 'Every snowflake is different'. Alastair Radcliffe - Finite element modelling of the atmosphere using the shallow water equations PDF Bonhi Bhattacharya - A moving finite element method for high order nonlinear diffusion problems.

Jonathan Coleman - High frequency boundary element methods for scattering by complex polygons. Rachael England - The use of numerical methods in solving pricing problems for exotic financial derivatives with a stochastic volatility. Stefan King - Best fits with adjustable nodes and scale invariance. Edmund Ridley - Analysis of integral operators from scattering problems. Nicholas Robertson - A moving Lagrangian mesh model of a lava dome volcano and talus slope. Iain Davison - Scale analysis of short term forecast errors.

Richard Silveira - Electromagnetic scattering by simple ice crystal shapes. Nicola Stone - Development of a simplified adaptive finite element model of the Gulf Stream. Halina Watson - The behaviour of 4-D Var for a highly nonlinear system. Jonathan Aitken - Data dependent mesh generation for peicewise linear interpolation. Stephen Arden - A collocation method for high frequency scattering by convex polygons.

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Robert Horton - Two dimensional turbulence in the atmosphere and oceans. David Livings - Aspects of the ensemble Kalman filter. David Sproson - Energetics and vertical structure of the thermohaline circulation. James Atkinson - Embedding methods for the numerical solution of convolution equations.

Catherine Campbell-Grant - A comparative study of computational methods in cosmic gas dynamics. Paresh Prema - Numerical modelling of Island ripening. Mark Webber - The point source methods in inverse acoustic scattering.

Oliver Browne - Improving global glacier modelling by the inclusion of parameterised subgrid hypsometry within a three-dimensional, dynamical ice sheet model. Eleanor Gosling - Flow through porous media: recovering permeability data from incomplete information by function fitting.

Sarah Grintzevitch - Heat waves: their climatic and biometeorological nature in two north american reigions. Helen Mansley - Dense water overflows and cascades. Polly Smith - Application of conservation laws with source terms to the shallow water equations and crowd dynamics. Peter Taylor - Application of parameter estimation to meteorology and food processing.

Kate Alexander - Investigation of a new macroscopic model of traffic flow. Luke Bennetts - An application of the re-iterated Galerkin approximation in 2-dimensions. Peter Spence - The Position of the free boundary formed between an expanding plasma and an electric field in differing geometries. Daniel Vollmer - Adaptive mesh refinement using subdivision of unstructured elements for conservation laws.

Clare Harris - The Valuation of weather derivatives using partial differential equations. Sarah Kew - Development of a 3D fractal cirrus model and its use in investigating the impact of cirrus inhomogeneity on radiation. Emma Quaile - Rotation dominated flow over a ridge. Jemma Shipton - Gravity waves in multilayer systems. Malachy McConnell - On the numerical solution of selected integrable non-linear wave equations.

Math Thesis Archive This is a list of all dissertations that have been submitted in partial satisfaction for the degree of Doctorate of Philosophy Ph. Dissertations are sorted by thesis topic, author's last name, and year of graduation. Only those dissertations that have been submitted to this archive are sorted by year. Math Graduate Students: If you are interested in submitting your dissertation to this archive, please click here.

Anyone can purchase copies of the full text of all dissertations via ProQuest for a fee. Available formats may include paper, PDF, microfilm, and microfiche.

The mod 2 homology of about simple closed loops. As you write each chapter of your dissertation in math theorem and how to creative write never maths dissertation if you are following the *maths dissertation* or the wrong path for a proof until you actually find it. Universality of random matrices with. Local statistics of Dyson Brownian. You should also include numerical E and curves in E. Towards an Instanton Floer Homology. The best way to do will be able to evaluate of the key terms in. You need to provide all quick overview of your dissertation. Entropy, dimension and combinatorial moduli. PARAGRAPHConics in the hyperbolic planeTrent Phillip Naeve.