Combinatory regular Euler polytopes

Michael Hartley

Combinatory regular Euler polytopes

Michael Hartley

Graduate Research School

Research output: Thesis › Doctoral Thesis

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Abstract

[Truncated] The main aim of this thesis is to classify the combinatorially regular Euler incidence polytopes. The classification is completed except for a few exceptional cases, where the subgroup structures of certain related Coxeter groups is not sufficiently well known. The topological structure of the objects is not considered.

Original language	English
Qualification	Doctor of Philosophy
Publication status	Unpublished - Sep 1995

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title = "Combinatory regular Euler polytopes",

abstract = "[Truncated] The main aim of this thesis is to classify the combinatorially regular Euler incidence polytopes. The classification is completed except for a few exceptional cases, where the subgroup structures of certain related Coxeter groups is not sufficiently well known. The topological structure of the objects is not considered.",

author = "Michael Hartley",

year = "1995",

month = sep,

language = "English",

}

TY - THES

T1 - Combinatory regular Euler polytopes

AU - Hartley, Michael

PY - 1995/9

Y1 - 1995/9

N2 - [Truncated] The main aim of this thesis is to classify the combinatorially regular Euler incidence polytopes. The classification is completed except for a few exceptional cases, where the subgroup structures of certain related Coxeter groups is not sufficiently well known. The topological structure of the objects is not considered.

AB - [Truncated] The main aim of this thesis is to classify the combinatorially regular Euler incidence polytopes. The classification is completed except for a few exceptional cases, where the subgroup structures of certain related Coxeter groups is not sufficiently well known. The topological structure of the objects is not considered.

M3 - Doctoral Thesis

ER -

Combinatory regular Euler polytopes

Abstract

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