|Preceded by||Sir Christopher Edwards|
|Rector and Vice-Chancellor
|Succeeded by||Russel Botman|
|Born||31 January 1951|
|Alma mater||Rand Afrikaans University
University of Cambridge
After graduating with a degree in maths and computer science from Rand Afrikaans University, Brink undertook post-graduate study at Rhodes University and the University of Cambridge. He became Professor and Head of Mathematics and Applied Mathematics at the University of Cape Town in 1995, Pro-Vice-Chancellor (Research) at the University of Wollongong in 1999 and Rector and Vice-Chancellor of Stellenbosch University in 2002 before being appointed Vice-Chancellor of Newcastle University in 2007.
In the 1980s Chris Brink was a Senior Research Fellow at the Australian National University. In 1996 The Foundation for Research Development in South Africa rated Chris Brink in category A. He is a Fellow of the Royal Society of South Africa, a former President of the South African Mathematical Society, a Founder Member of the Academy of Science of South Africa and a former chair of the Advisory Board of the African Institute of Mathematical Sciences.
He chaired the Student Policy Network (part of Universities UK) and the N8 Research Partnership, a group of eight research-intensive universities in the North of England. Nationally he has served on the Board of the Equality Challenge Unit (including two years as a Co-Chair), the Board of the Quality Assurance Agency (and its Advisory Committee on Degree-Awarding Powers), and the Advisory Committee on Leadership, Governance and Management of the Higher Education Funding Council for England.
In November 2015, it was announced that Brink would be retiring in December 2016. He will be succeeded by Professor Chris Day, the current Pro-Vice-Chancellor for the Faculty of Medical Sciences at Newcastle, in January 2017.
Work in mathematics
Chris Brink developed the study of Boolean modules over relation algebras. He focused on formal aspects of computer science with emphasis on program semantics and Popper's concept of verisimilitude and on the universal-algebraic concept of power structures.
- Higher Education Academy
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- "Boolean_modules". Journal of Algebra. Retrieved 8 February 2014.
- "A Paradigm for Program Semantics: Power Structures and Duality". CSLI Publications. Retrieved 8 February 2014.
- "Power structures". Algebra Universalis. Retrieved 8 February 2014.
|Vice-Chancellor of the University of Newcastle upon Tyne