Olof Hanner (7 December 1922 in Stockholm – 19 September 2015 in Gothenburg)[1][2] was a Swedish mathematician.
Hanner was interested in a Helly property of these shapes, later used to characterize them by Hansen & Lima (1981): unlike other convex polytopes, it is not possible to find three translated copies of a Hanner polytope that intersect pairwise but do not have a point of common intersection.
[10] In another paper from the same year,[11] Hanner proved a set of inequalities related to the uniform convexity of Lp spaces, now known as Hanner's inequalities.
Other contributions of Hanner include (with Hans Rådström) improving Werner Fenchel's version of Carathéodory's lemma,[12][13] contributing to The Official Encyclopedia of Bridge, and doing early work on combinatorial game theory and the mathematics of the board game Go.
[14][15][16] One of the many proofs of the Pythagorean theorem based on the Pythagorean tiling is sometimes called "Olof Hanner's Jigsaw Puzzle".