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Spectral space
Bitopological Duality for Distributive Lattices and Heyting Algebras
3 Lecture 3: Spectral Spaces and Constructible Sets
New York Journal of Mathematics Suprema in Spectral Spaces and The
Bitopological Duality for Distributive Lattices and Heyting Algebras
PROFINITE TOPOLOGICAL SPACES 1. Introduction
Duality and Canonical Extensions for Stably Compact Spaces
Spectral Spaces Versus Distributive Lattices: a Dictionary
Bitopological Duality for Distributive Lattices and Heyting Algebras Guram Bezhanishvili New Mexico State University
Spectral Sets
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Choice-Free Stone Duality
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A Tour of Support Theory for Triangulated Categories Through Tensor Triangular Geometry
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Arxiv:1805.12454V1 [Math.GN] 31 May 2018 Date: September 21, 2018
Canonical Extensions, Esakia Spaces, and Universal Models
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On the Bitopological Nature of Stone Duality
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Ring Constructions on Spectral Spaces
New Distinguished Classes of Spectral Spaces: a Survey
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Topo-Canonical Completions of Closure Algebras and Heyting Algebras
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An Observation on Krull and Derived Dimensions of Some Topological Lattices
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