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Statistics PhD Projects, Programs & Scholarships in Bradford

We have 6 Statistics PhD Projects, Programs & Scholarships in Bradford

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  26 Fully Funded PhD Studentships in Environmental Research NERC

Funding Type

PhD Type

The NERC Panorama DTP has around 24 fully funded studentships for October 2019 starters to study the science of the Earth's atmosphere and climate, Earth processes and the living world.
  Key determinants of success for career progression in Rugby League
  Prof BJ Jones, Dr K Till
Application Deadline: 3 November 2019

Funding Type

PhD Type

Leeds Rhinos Rugby League sponsored Research Bursaries in collaboration with Leeds Beckett University. Full-time Sponsored Postgraduate Research Student Bursaries start date – February 2020.
  Enhancing the application and utility of microtechnology for training and monitoring in Rugby League
  Prof BJ Jones, Dr D Weaving
Application Deadline: 3 November 2019

Funding Type

PhD Type

Leeds Rhinos Rugby League sponsored Research Bursaries in collaboration with Leeds Beckett University. Full-time Sponsored Postgraduate Research Student Bursaries start date – February 2020.
  Metadata integration in Networks analysis with unobserved edges
  Dr L Cutillo
Applications accepted all year round

Funding Type

PhD Type

Networks arise naturally in many areas of life; supermarkets use networks of customers to propose specific deals to targeted groups; banks orchestrate a…
  EPSRC Centre for Doctoral Training in Molecules to Product

Funding Type

PhD Type

50 funded PhD studentships will be available over the next 5 years for UK and EU students. The Centre for Doctoral Training in Molecules to Product will train tomorrow's research leaders with the skills and know-how in designing, characterising and developing the next generation of chemical and material based products.
  Stochastic control models for financial applications
  Dr T De Angelis
Applications accepted all year round

Funding Type

PhD Type

This project is devoted to the study of stochastic control problems arising from financial applications. In particular we are interested in the theoretical study of optimal strategies in one of the following classes of problems.
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