Inner Points and Breadth in Certain Compact Semilattices

DOI10.2307/2044040zbMath0496.22006OpenAlexW4256168033MaRDI QIDQ3961036

D. R. Brown, James W. Stepp

Publication date: 1982

Full work available at URL: https://doi.org/10.2307/2044040

zbMATH Keywords

cohomological dimensionbreadthinner pointperipheral pointcompact chainwise connected topological semilattice

Mathematics Subject Classification ID

Topological lattices, etc. (topological aspects) (54H12) Topological lattices (06B30) Topological semilattices, lattices and applications (22A26)

Related Items (1)

The structure semilattice of a compact UDC semigroup

Cites Work

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• On the breadth and co-dimension of a topological lattice
• Arcs in partially ordered spaces
• Topological semilattices on the two-cell
• The relation of breadth and co-dimension in topological semilattices
• Peripherality in semigroups
• Compact, distributive lattices of finite breadth
• The relation of breadth and codimension in topological semilattices. II
• A cohomological definition for locally compact Hausdorff spaces
• Acyclicity of compact connected semigroups
• A generalized version of the Vietoris-Begle Theorem
• Peripheral and inner points
• Semilattices Which are Embeddable in a Product of Min Intervals

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