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numerical analysis PhD Projects, Programs & Scholarships

We have 120 numerical analysis PhD Projects, Programs & Scholarships

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  Research Studentship in Development of a Practical Soil Constitutive Model Suitable for the Design of Offshore Wind Turbine Foundations in Sand, Considering Cyclic Loading – Numerical Analysis
  Prof C M Martin, Prof H Burd
Application Deadline: 12 June 2020

Funding Type

PhD Type

Research Studentship in Development of a Practical Soil Constitutive Model Suitable for the Design of Offshore Wind Turbine Foundations in Sand, Considering Cyclic Loading – Numerical Analysis.
  Adaptive numerical algorithms for PDE problems with random input data
  Dr A Bespalov
Applications accepted all year round

Funding Type

PhD Type

PhD Studentship in Numerical Analysis and Scientific Computing. The project concerns numerical solution of partial differential equations (PDEs) with uncertainty in input data.
  Adaptivity and machine learning techniques for PDE problems with uncertain inputs
  Dr A Bespalov
Applications accepted all year round

Funding Type

PhD Type

PhD Studentship in Numerical Analysis and Scientific Computing. The project concerns numerical solution of partial differential equations (PDEs) with parametric uncertainty in input data.
  Machine learning-based nonlinear approximation of PDEs on complex domains
  Prof S Badia
Applications accepted all year round

Funding Type

PhD Type

Countless phenomena can be modelled by partial differential equations, including the electromechanics of the heart or option pricing in finance.
  Numerical Algorithms for Molecular Systems and Data Science
  Dr X Shang
Applications accepted all year round

Funding Type

PhD Type

Details. Stochastic differential equations (SDEs) are widely used in science and engineering in order to model systems where random effects play a significant role.
  Responsive mooring systems for floating renewable energy facilities
  Research Group: Infrastructure Division
  Prof S Gourvenec
Application Deadline: 31 August 2020

Funding Type

PhD Type

Supervisor. Susan Gourvenec. Co-supervisor Adam Sobey and Gabe Weymouth. Project background. As renewable energy structures move into deeper water, the now established fixed foundation concepts must be replaced by anchoring systems.
  Computational Methods for High-Dimensional Problems in Finance using PDE Methods and Deep Learning
  Research Group: Probability and Applications
  Dr K Glau
Applications accepted all year round

Funding Type

PhD Type

The School of Mathematical Sciences of Queen Mary University of London invite applications for a PhD project commencing in September 2020 for self-funded students.
  PhD Studentship: PDE problems in cell biology
  Dr C Venkataraman
Application Deadline: 31 August 2020

Funding Type

PhD Type

Along with experimental studies, mathematical modelling has become an indispensable tool in. understanding phenomena in cell biology.
  Adaptive undersampling for spectro-microscopy: exploring new mathematical properties and enhancing performance
  Dr S Gazzola, Dr S Dolgov
Application Deadline: 14 June 2020

Funding Type

PhD Type

This is a collaborative project between the University of Bath and Diamond Light Source, the national synchrotron science facility located at the Harwell Science and Innovation Campus near Oxford https://www.diamond.ac.uk/Home.html.
  Intelligent Computational Methods for Advanced Composites
  Dr Z Sharif Khodaei, Prof M.H. Aliabadi
Applications accepted all year round

Funding Type

PhD Type

The structural integrity group in the Aeronautics department (http://www.imperial.ac.uk/structural-integrity-health-monitoring/) is dedicated to improving integrity of engineering components and structures used in aerospace and other safety-critical industries.
  New mixed methods for interface problems in continuum mechanics
  Assoc Prof R Ruiz Baier
Applications accepted all year round

Funding Type

PhD Type

A PhD thesis is available to work on the design, analysis, and implementation of new mixed finite element methods for interface problems involving fluid-structure interaction in porous composite materials.
  Variational Bayesian Inversion Approaches for Ultrasonic Tomography
  Dr K Tant, Dr M Foondun, Dr V Dolean Maini
Application Deadline: 28 June 2020

Funding Type

PhD Type

A fully-funded four year PhD studentship is available, starting on or after 1st October 2020.
  Number Theory; On Multi-Dimensional Sequences of Convergents
  Dr M Lettington, Dr K M Schmidt
Applications accepted all year round

Funding Type

PhD Type

This project is centred on constructions and limits of sequences of vector convergents, systems of polynomials and generating function matrices, including the application of special function theory.
  Unbiased Estimation for Inverse Problems
  Dr A Jasra
Applications accepted all year round

Funding Type

PhD Type

This project concerns the development of Markov chain Monte Carlo and sequential Monte Carlo methods for unbiased estimation in Bayesian inverse problems.
  Mechanics of biomaterials: characterisation and quantification of interaction between microstructure and mechanical properties - Ref: VS1UF2018
  Prof V Silberschmidt
Application Deadline: 3 September 2020

Funding Type

PhD Type

Understanding mechanical properties and performance of various biological materials and tissues and their responses to different loading and environmental conditions is becoming increasingly important for development of new medical procedures and devices.
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