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  • University of Leicester experts using AI to help people with dementia remain at home

    Scientists from Leicester’s School of Computing and Mathematical Sciences are part of new £1.97 million research network

  • New telescope to be the ‘GOTO’ for gravitational wave events

    GOTO is designed to fill this observational gap by searching for optical signals in the electromagnetic spectrum that might indicate the source of the gravitational waves – quickly locating the source and using that information to direct a fleet of telescopes, satellites and...

  • Equations of Mathematical Physics

    Module code: MA3002 This module introduces partial differential equations, their classifications, solutions and applications. We will consider Fourier series and some special functions in solving partial differential equations.

  • Operational Research

    Module code: MA3077 This module will focus on equipping you with the analysis skills to formulate, and classify linear and nonlinear optimisation problems.

  • Summertime

    Celebrate the end of the University of Leicester academic year on campus with fun activities, food and time with your friends. Get ready for Summertime22.

  • Practitioner Research Methods

    Module code: ED7430 This module will provide the foundation for your professional enquiry dissertation in the following year. You will explore approaches to conducting small scale research.

  • Practitioner Research Methods

    Module code: ED7430 This module will provide the foundation for your professional enquiry dissertation in the following year. You will explore approaches to conducting small scale research.

  • Equations of Mathematical Physics

    Module code: MA3002 This module introduces partial differential equations, their classifications, solutions and applications. We will consider Fourier series and some special functions in solving partial differential equations.

  • Operational Research

    Module code: MA3077 This module will focus on equipping you with the analysis skills to formulate, and classify linear and nonlinear optimisation problems.

  • Probability and Statistics

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