Read the latest news from UAL Research and find out more about our innovative research, exhibitions, publications, conferences, festivals and workshops.
Sir Nigel Carrington has announced his intention to step down as Vice-Chancellor of University of the Arts London (UAL) in December 2020. He plans to continue in public service on a non-executive basis in the future, including in higher education,
Spearheading an ecologically sustainable, cross-cultural digital university model, UAL is one of seven founding partners of 'Shared Campus' .
UAL Creative Computing Institute is part of an exploratory co-research project with learning disabled and autistic co-researchers. Together they have built multimedia surveys to learn about public attitudes to autism and learning disability.
UAL Reader and Lecturer, artist and film-maker, Andrea Luka Zimmerman’s latest feature film Here for Life comes to cinemas this week, the product of a three-year long collaboration with Adrian Jackson, founder of Cardboard Citizens.
UAL has appointed Dr susan pui san lok as Director of the UAL Decolonising Arts Institute and Professor in Contemporary Art.
UAL Creative Computing Institute invites the public to explore art, AI and creativity in ‘Machine visions’; a free, public event on 9 October at Camberwell College of Arts, UAL.
Decolonising the Archives is a new collaborative initiative at UAL. We are pleased to announce a joint call for proposals for a series of 9 month research residency opportunities in 2020.
Creative Lenses is a four-year (2015-2019) project that seeks to make arts and cultural organisations more resilient and sustainable by improving their business models and developing their long-term strategic and innovation capacities.
Last month some of the UAL Creative Lenses team travelled to Helsinki (11-12 October) to present at the inaugural SULA conference and to run a research workshop exploring sustainability.
Spencer’s earliest works included constructed abstract reliefs which employed mathematics as a means of generating formal relations and structures around simple geometric configurations.