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  1. Robin James Wilson (born 5 December 1943) is an English mathematician. He is an emeritus professor in the Department of Mathematics at the Open University, having previously been Head of the Pure Mathematics Department and Dean of the Faculty.

  2. Professor of Pure Mathematics. Research Group. History of Mathematics. Telephone. 01908 652337. Fax. 01908 652140. Email. r.j.wilson @ open.ac.uk. Welcome to my web page. I am Emeritus Professor in Pure Mathematics in the Faculty of Mathematics, Computing and Technology at the Open University, having retired from the OU in 2009.

  3. An Introductory Approach. Textbook. © 2000. Latest edition. Overview. Authors: Joan M. Aldous , Robin J. Wilson. This book is based on a highly successful Open University Course. Includes a large number of examples, problems and exercises. Keywords. Discrete Mathematics. Graph Theory. YellowSale2006. adopted-textbook. combinatorics.

  4. 26 nov 1998 · Robin J Wilson. Published: 26 November 1998. Cite. Permissions. Share. Abstract. Graph theory is a fast-developing discipline and has, over the past few decades, been seen to have important applications, particularly in operations research and in computer science.

  5. Introduction to Graph Theory. Robin J. Wilson. Longman, 2010 - Mathematics - 184 pages. In recent years graph theory has emerged as a subject in its own right, as well as being an important...

    • Robin J. Wilson
    • Longman, 2010
    • 5, illustrated
    • Introduction to Graph Theory
  6. ROBIN J. WILSON is Emeritus Professor of Pure Mathematics at the Open University, UK. He was recently Gresham Professor of Geometry, London, and a Fellow in Mathematics at Keble College, Oxford University, and now teaches at Pembroke College, Oxford.

  7. 1 mar 2023 · Robin James Wilson is an emeritus professor in the Department of Mathematics at the Open University, having previously been Head of the Pure Mathematics Department and Dean of the Faculty. Wilson's academic interests lie in graph theory, particularly in colouring problems, e.g. the four colour problem, and algebraic properties of graphs.

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