Formation of human tissue to improve drug testing and reduce animal research

Innovative three dimensional (3D) cell culture technology is giving scientists the ability to grow realistic human tissues for more effective drug testing while reducing the need for animal research.

Durhamâ€™s cosmology research lights up London

Research by Durham University scientists into the evolution of galaxies will light up London as part of a major festival.

Philanthropist, filmmaker and children's champion receive honorary degrees

A leading philanthropist, a pioneering filmmaker and a children’s champion were awarded honorary degrees as thousands of students graduated from Durham University.

Work to begin on new colleges and student facilities

Work to develop new college and student facilities at Durham University will begin within weeks.

The areas of research of the pure mathematics group include global analysis, arithmetic, differential and hyperbolic geometry, number theory, representation theory, topology and interactions of these areas with dynamics, physics, engineering and computer science (robotics).

More information may be found on the Pure Mathematics webpages

The group has a wide range of interests in the numerical and mathematical analysis of partial differential equations. Its research areas in numerical analysis include finite element, multigrid and spectral methods.

More information may be found on the Numerical Analysis webpages

The Centre for Particle Theory has members in both the Mathematics and Physics Departments. As the largest Particle Theory group in the country, most of the main areas of research into Elementary Particle Theory are represented.

More information may be found on the Centre for Particle Theory webpages

The interests of the group cover a wide range of topics associated with statistics and probability. In particular, topics studied include Bayes linear methods, applied Statistics, analysis of designed experiments, probability, percolation and geometric probability and quasi-stationarity.

More information may be found on the Statistics and Probability webpages

This is a newly formed group within the Department, whose members are in close scientific contact and collaboration with researchers belonging to the recently created Biophysical Sciences Institute. The group's research focuses on mathematical modelling of biological structures and processes.

More information may be found on the Biomathematics webpages

© Andrew Iskauskas.

- Sarah Heaps: Identifying the effect of public holidays on daily demand for gas (2018-01-22 00:00:00)
- Maja Volkov: Local geometric Galois representations (2018-01-22 16:00:00)
- Theresa Abl: Exploring Reggeon bound states in strongly coupled N=4 super Yang-Mills theory (2018-01-22 17:00:00)
- Maja Volkov: Supersingular abelian varieties with non semisimple Tate module (2018-01-23 14:00:00)
- Daniel Ballesteros-Chavez: The prescribed Weingarten curvatures problem in hyperbolic space (2018-01-25 13:00:00)
- Gim Seng Ng: Thermal Conformal Blocks and their AdS Representations (2018-01-26 13:00:00)
- Mikhail Cherdantsev: Stochastic homogenisation of high-contrast media (2018-01-26 14:00:00)
- Christina Goldschmidt: (2018-01-29 00:00:00)
- Yuguo Qin: Equivariant spectrum on Toric Kaehler manifolds (2018-02-01 13:00:00)
- Andrea Fontanella: Integrability in lower dimensional AdS/CFT (2018-02-02 13:00:00)