
Richard K. Guy
Richard Kenneth Guy was a British mathematician. He was a professor in the Department of Mathematics at the University of Calgary. He is known for his work in number theory, geometry, recreational mathematics, combinatorics, and graph theory. *--Wikipedia* *Photo Attribution:* Thane Plambeck from Palo Alto, California, CC BY 2.0 <https://creativecommons.org/licenses/by/2.0>, via Wikimedia Commons
Born 1916-09-30
Died 2020-03-09
Identifiers
- VIAF108613549
- WikidataQ1356792
- ISNI0000000120188491
- Open LibraryOL576086A
Top Subjects
- Graph theory (5)
- Mathematics (2)
- Möbius function (1)
- Set theory (1)
- Mathematics -- Problems, exercises, etc (1)
- Number theory -- Problems, exercises, etc (1)
- Number Theory (1)
Books by Richard K. Guy
Total count: 17
-
On the Möbius laddersUniversity of Calgary, Dept. of Mathematics1966-01-01
-
The coarseness of the complete graph.University of Calgary, Dept. of Mathematics1966-01-01
-
Graphs defined by covering of a setUniversity of Calgary, Dept. of Mathematics1966-01-01
-
A problem of Zarankiewicz.University of Calgary, Dept. of Mathematics1967-01-01
-
The decline and fall of Zarankiewicz's theoremUniversity of Calgary, Dept. of Mathematics1968-01-01
-
An X-ray diffraction study of some keratins and modified keratins.1971-01-01
Unsolved problems in intuitive mathematicsSpringer-Verlag1981-01-01
Unsolved problems in number theorySpringer-Verlag1981-01-01
Reviews in Number Theory, 1973-83As Printed in Mathematical Reviews 1973-1983, Part A (Reviews in Number Theory, 1973-83)American Mathematical Society1984-12-01
Fair gamehow to play impartial combinatorial gamesCOMAP1989-01-01
Gewinnen, Bd.2, Bäumchen-wechsle-dichVieweg Verlagsgesellschaft1997-06-01
Gewinnen, Bd.3, FallstudienVieweg Verlagsgesellschaft1997-06-01
Gewinnen, Bd.1, Von der Pike aufVieweg Verlagsgesellschaft1998-04-01
The Inquisitive Problem Solver (MAA Problem Book Series)The Mathematical Association of America2002-07-01-
Winning Ways for Your Mathematical Plays, Volume 4CRC Press LLC2004-01-01
-
Unsolved Problems in GeometryUnsolved Problems in Intuitive MathematicsSpringer London, Limited2012-01-01
Unity of CombinatoricsAmerican Mathematical Society2020-01-01