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  • Technology and Type 1 Diabetes

    Module code: MD7527 This exciting new module ‘Technology and Type 1 Diabetes’ led by Professor Pratik Choudhury brings together the most current thinking on technology and how it is used to support people living with Type 1 diabetes.

  • Terrorism

    Module code: CR2025 What are the factors that motivate and sustain terrorist organisations? What is the role of counter-terrorism measures and culture in contemporary controversies, such as the infringement of civil liberties? Many scholars have drawn on the medical model and...

  • Influencing central bank policies

    Professor Panicos Demetriades’ research shows that institutional deregulation can lead to financial instability and poor economic growth.

  • PhD

    45 PhD scholarships will be offered to individuals nominated by AIOU across a range of academic research areas, including:  Early Childhood Education, Science Education, Teacher Education, Distance and Non-Formal Education, Educational Planning and Management,...

  • Stewart Fishwick

    The academic profile of Professor Stewart Fishwick, Professor in Geophysics & Head of School at University of Leicester

  • Rob Parker

    Dr Rob Parker is Lecturer in Earth Observation in the School of Physics and Astronomy. He is also an NCEO Leader and heads the Carbon-Climate Science Research Group.

  • Land Law

    Module code: LW2390 You may not realise it yet, but Land Law affects you.

  • Immigration Law

    Module code: LW3460 The refugee ‘crisis’ in Europe and the US and the fallout from the Brexit referendum mean that immigration law has become one of the most topical and exciting areas of law over the past few years.

  • Research for Change: Skills and Challenges of Applied Environmental Research

    Module code: GY7714 Current environmental issues present huge challenges to policy makers, delivery agencies, campaign organisations and others.

  • Computational Partial Differential Equations with Finite Elements

    Module code:MA4011 The mathematical models arising from countless physical and natural phenomena as well as social sciences such as economics and finance are based on Partial Differential Equations (PDEs).

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