1964Mathematical Proceedings of the Cambridge Philosophical SocietyRequires access

Cobordism of combinatorialn– manifolds forn≤ 8

C. T. C. Wall

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Abstract

The object of this paper is two-fold: first to collect together the known facts about combinatorial cobordism in general, and then to calculate the groups for the first 8 dimensions. As in (29), we shall denote the unoriented and oriented cobordism groups in dimensionnby and Ωn, and will distinguish the combinatorial from the differential case by affixesc, d.

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What this paper is about

The object of this paper is two-fold: first to collect together the known facts about combinatorial cobordism in general, and then to calculate the groups for the first 8 dimensions. As in (29), we shall denote the unoriented and oriented cobordism groups in dimensionnby and Ωn, and will distinguish the combinatorial from the differential case by affixesc, d.

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Available abstract

The object of this paper is two-fold: first to collect together the known facts about combinatorial cobordism in general, and then to calculate the groups for the first 8 dimensions. As in (29), we shall denote the unoriented and oriented cobordism groups in dimensionnby and Ωn, and will distinguish the combinatorial from the differential case by affixesc, d.

Key concepts: Cobordism, Mathematics, Differential (mechanical device), Dimension (graph theory), Pure mathematics, Combinatorics, Physics, Thermodynamics

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