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On Regular Polytopes of 2-Power Order
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由 DD Hou 著作2020被引用 8 次 — On Regular Polytopes of 2-Power Order. Branko Grünbaum Memorial Issue; Published: 31 July 2019. Volume 64, pages 339–346, (2020); Cite this ...
On regular polytopes of 2-power order
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由 DD Houa 著作2019 — An abstract regular polytope is a partially-ordered set endowed with a rank function, sat- isfying certain conditions that arise naturally from ...
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On Regular Polytopes of 2-Power Order.
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由 DD Hou 著作2020被引用 8 次 — Detailed Record ; Title: On Regular Polytopes of 2-Power Order. ; Language: English ; Authors: Hou, Dong-Dong1 (AUTHOR) Feng, Yan-Quan1 (AUTHOR) Leemans, Dimitri2 ...
(PDF) On Regular Polytopes of 2-Power Order
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2019年8月20日 — Problem 1.1 For any positive integer n, characterize regular polytopes of order 2n. ... 365 422 groups of order 210. Hence an analysis of these ...
On Regular Polytopes of 2-Power Order
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Hou, Dong-Dong ; Feng, Yan-Quan ; Leemans, Dimitri ;. ; Discrete & computational geometry, 2020-09, Vol.64 (2), p.339-346, Article 339 ;. Peer Reviewed.
Ordinary (2m+1)-polytopes | Israel Journal of Mathematics
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由 T Bisztriczky 著作1997被引用 17 次 — For eachk, m andn such thatn≥k≥2m+1≥5, we present a convex (2m+1)-polytope withn+1 vertices and 2 ... On Regular Polytopes of 2-Power Order. Article 31 July 2019 ...
arXiv:2001.02945v2 [math.CO] 14 Jul 2024
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由 DD Hou 著作2020被引用 2 次 — Claim: G has a non-trivial normal subgroup of order 2-power. ... On regular polytopes of 2-powers. Discrete. Comput. Geom. 64:339–346 ...
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(PDF) Tight orientably-regular polytopes
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2024年12月5日 — Moreover Conder proved that for every odd integer n there exists a regular polytope of order 2 n . ... Power Order. Article. Full-text ...
Existence of regular 3-polytopes of order 2
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由 DD Houa 著作被引用 14 次 — We therefore work with string C-groups as it is more convenient and easier to define them than abstract regular polytopes. In this paper, we study 2-groups.
Two infinite families of chiral polytopes of type {4,4,4} with ...
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由 MDE Conder 著作2021被引用 2 次 — We construct two infinite families of locally toroidal chiral polytopes of type , with and automorphisms for every positive integer m, respectively.
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