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Jun 20, 1998 · I am a Lecturer in Pure Mathematics. Recent teaching duties have included courses in logic, computability, analysis, and linear algebra. My research specialities are in mathematical logic. In particular in nonstandard models of arithmetic and related areas of model theory and nonstandard analysis.
- My Minesweeper Page
Richard Kaye's Minesweeper Pages. Until recently, tiling...
- Sequences and Series
These web pages were originally written to support the...
- The Mathematics of Logic
The printed text itself contains enough material for a...
- "Papers" Page
Richard Kaye's research papers. This page lists research...
- Postgraduate Teaching
Richard Kaye's Postgraduate Teaching. Full details of mini...
- List of Publications
Richard Kaye and Dugald Macpherson (eds), OUP 1994, ISBN 0...
- My Minesweeper Page
View Richard Kaye’s profile on LinkedIn, a professional community of 1 billion members. Head of International Public Affairs · Experience: JPMorgan Chase & Co. · Education: King’s...
Richard Kaye's research papers This page lists research papers (including some web or electronic papers). More substantial publications including books and other major web-based projects are listed on a separate page.
Richard Kaye's Minesweeper Pages. Until recently, tiling problems were largely relegated to the domain of "recreational mathematics" (an obvious oxymoron to most non-mathematicians, but a pleonasm to true believers).
Richard Kaye (born 30 September 1967 in Harrogate, Yorkshire) is a British former racing driver. He comes from a family heavily involved in motor-sport. His older brother James is a driver and his father Peter, worked as his engineer and team principal.
Jan 15, 2014 · Richard Kaye. The mathematics of logic: A guide to completeness theorems and their applications. Cambridge University Press, Cambridge, 2007, xi + 204 pp. Published online by Cambridge University Press: 15 January 2014. Rafal Urbaniak. Article. Metrics. Get access Rights & Permissions. Abstract.
Jan 29, 1998 · The book's three main parts cover (i) matrices, vector spaces, bases and dimension; (ii) inner products bilinear and sesquilinear forms over vector spaces; (iii) linear...