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Wythoff symbol
Known as:
Wijthoff symbol
, Wythoff symbols
In geometry, the Wythoff symbol was first used by Coxeter, Longuet-Higgins and Miller in their enumeration of the uniform polyhedra. It represents a…
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Related topics
Related topics
21 relations
Decagonal bipyramid
Dihedron
Ditrigonal polyhedron
Dodecahedron
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
a-Wythoff’s game with n players
Haiyan Li
,
Sanyang Liu
Wuhan University Journal of Natural Sciences
2017
Corpus ID: 9632896
Letting a = 1 in a- Wythoff’s game introduced by Fraenkel yields Wythoff’s game which is a well-known 2-player impartial…
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2017
2017
Wythoff's Game with a Pass
R. Miyadera
2017
Corpus ID: 54887187
The author introduces the Wythoff game with a pass, a variant of the classical Wythoff game. The latter game is played with two…
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2016
2016
Generalized Algorithm for Wythoff's Game with Basis Vector $(2^b,2^b)$
Shubham Aggarwal
,
Jared Geller
,
Shuvom Sadhuka
,
Max Yu
2016
Corpus ID: 119599249
Wythoff's Game is a variation of Nim in which players may take an equal number of stones from each pile or make the valid Nim…
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2015
2015
Sprague-Grundy Values of the R-Wythoff Game
Albert Gu
2015
Corpus ID: 6965464
We examine the Sprague-Grundy values of the game of R-Wythoff, a restriction of Wythoff’s game introduced by Ho, where each move…
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2014
2014
Extensions of Small Nim
Wen An Liu
,
Xiao Zhao
Seventh International Joint Conference on…
2014
Corpus ID: 18961776
A class of extensions of Small Nim are investigated. Under normal or misére play convention, all P-positions are determined. The…
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2014
2014
When are Translations of P-positions of Wythoff's Game P-positions?
A. Fraenkel
,
Nhan Bao Ho
Integers
2014
Corpus ID: 17146150
We study the problem whether there exist variants of {\sc Wythoff}'s game whose $\P$-positions, except for a finite number, are…
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2012
2012
Restrictions of a-Wythoff's Game
Wen An Liu
,
Haiyan Li
,
Bei Li
Fifth International Joint Conference on…
2012
Corpus ID: 15894606
A.S. Fraenkel introduces a new a-Wythoff's game which is the generalization of Wythoff's game. Fraenkel determines all P…
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2002
2002
Closed-Form Expressions for Uniform Polyhedra and Their Duals
P. W. Messer
Discrete & Computational Geometry
2002
Corpus ID: 206996937
A uniform polyhedron has equivalent vertices and regular polygonal faces. An established set of 77 Wythoff symbols effectively…
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