Looking to list your PhD opportunities? Log in here.
We have 17 Mathematical Modelling PhD Projects, Programmes & Scholarships PhD Projects, Programmes & Scholarships in Reading
Mathematical Modelling PhD Projects, Programmes & Scholarships PhD Projects, Programmes & Scholarships in Reading
We have 17 Mathematical Modelling PhD Projects, Programmes & Scholarships PhD Projects, Programmes & Scholarships in Reading
PhD candidates in Mathematical Modelling aim to develop new analytical and computational methods to describe and predict natural phenomena.
What is a PhD in Mathematical Modelling?
Mathematical Modelling is an important part of many academic areas including Biology, Physics, and Computer Science.
Mathematical Modelling PhDs have a focus on the application of analytical and computational methods to describe and predict natural phenomena.
Typical Mathematical Modelling PhDs have a focus on one of the following fields:
- Biostatistics
- Computational Biology
- Financial Mathematics
- Statistical Mechanics
The scope of Mathematical Modelling research can also be divided into theoretical and computational branches.
If your Mathematical Modelling PhD has a theoretical emphasis, you will focus on developing and applying mathematical theories to real-life problems.
If your Mathematical Modelling PhD has a computational emphasis, you will aim to develop new computational methods to describe and predict natural phenomena.
As a PhD student in Mathematical Modelling, you may also choose to study a subject that is distinct from the main focus of your research. This could be the case if your supervisor offers you the freedom to study a subject that interests you independently of the research project.
Typical PhDs in Mathematical Modelling have a duration of 3-4 years.
PhD in Mathematical Modelling entry requirements
In order to be considered for a PhD in Mathematical Modelling, you will need to show that you have the necessary academic background to complete a research project that has a mathematical emphasis.
Depending on the PhD you choose, you will have to show that you are proficient in certain areas of mathematics.
To be accepted into a Mathematical Modelling PhD, you will need to have a relevant undergraduate degree and most likely a Masters with Merit and an overall Upper Second Class honours degree.
Depending on your undergraduate degree, you might also need to have completed some additional modules.
PhD in Mathematical Modelling funding options
In the UK, you can apply for Research Councils doctoral training studentships to do a PhD in Mathematical Modelling.
These are the main sources of funding for PhDs in Mathematical Modelling in the UK.
Smart control of crop diseases: how can we best combine fungicides and plant resistance genes?
Understanding Nonlinear Dynamics of Associative Polymers for Healthcare and Sustainable Applications: Computer Simulations and Mathematical Modelling
SCENARIO - Modelling the impact of planting choices and management on the delivery of multiple ecosystem services by domestic gardens (SC2023_17)
Developing an urban canopy model for improved weather forecasts in cities
SCENARIO: Impact of air-sea interactions and deep convection on Mediterranean Cyclones (SC2023_14)
SCENARIO - Strengthening links between agri-environment management and pollination services for cost-effective bee conservation (SC2023_24)
SCENARIO: Understanding the diversity in the AMOC response to climate change (SC2023_21)
SCENARIO: Understanding and improving AMOC forecasts in inter-annual to decadal climate prediction (SC2023_22)
SCENARIO: New space-borne perspectives on the global carbon cycle: untangling role of complex vegetation canopies in novel satellite observations (SC2023_15)
SCENARIO: New approaches to ocean state analysis for climate and forecasting applications (SC2023_43)
SCENARIO: Maximising the value of observational data in ensemble data assimilation for hazardous weather prediction (SC2023_30)
SCENARIO: Machine learning driven balance relationships for next generation data assimilation systems (SC2023_27)
SCENARIO - Moist processes and their interaction with storm tracks (SC2023_09)
SCENARIO - Changes in soil hydraulic properties using long-term innovative monitoring to unveil process dynamics, improve numerical model parameterisation and support Nature-based Solutions (SC2023_41)
Causal Inference Using Modern Econometric Methods
- 1
- 2