associahedron
(πβ2)-dimensional convex polytope in which each vertex corresponds to a parenthesization of a word of π letters and each edge corresponds to an application of the associativity rule
Facts
6 properties- Instance of
- polytope family
- Subclass of
- convex polytope[6]
- Discoverer or inventor
- Jim Stasheff, Dov Tamari[2][3]
- Maintained by WikiProject
- WikiProject Mathematics[8]
- Named after
- Jim Stasheff, associativity[4][5]
- Time of discovery or invention
- 2000[7]
π·οΈ Also known as
en associahedron
en Stasheff polytope
de Assoziaeder
de Assoziahedron
es asociaedro
es politopo de Stasheff
fr associaèdre
fr polytope de Stasheff
he ΧΧ‘ΧΧ¦ΧΧΧΧΧ¨ΧΧ
hu asszociaΓ©der
hu asszociΓ©der
hu Stasheff-politΓ³p
it associaedro
ja γ’γ½γ·γ’γγγγ³
ja γΉγΏγ·γ§γε€ι’δ½
ja γΉγΏγ·γ§γη΅εε€ι’δ½
ja η΅εε€ι’δ½
ko κ²°ν©λ€λ©΄μ²΄
ko μ΄μμ
νλλ‘
nl associaΓ«der
π Identifiers Β· 5
- Image (Wikimedia Commons)
- Associahedron K5 front.svg β
- Freebase ID
- /m/04n3s7y
- MathWorld ID
- Associahedron
- Microsoft Academic ID (discontinued)
- 2779221011
- NLab ID
- associahedron
π Connections
Named after 2
Discoverer or inventor 1
Instance of 1
Maintained by WikiProject 1
Subclass of 1
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Summary
associahedron is a polytope family[1].
Body
Works and Contributions
Credited discoveries include Jim Stasheff[2], a mathematician[9], b. 1936[10], of United States[11], awarded the Fellow of the American Mathematical Society[12] and Dov Tamari[3], a mathematician[13], 1911β2006[14], of Hungary[15].