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Priestley space
Bitopological Duality for Distributive Lattices and Heyting Algebras
Bitopological Duality for Distributive Lattices and Heyting Algebras
Arxiv:1906.03640V1 [Math.GN]
Spectral Sets
Stone Duality for Relations
Bitopological Vietoris Spaces and Positive Modal Logic∗
Department of Mathematics, Increst, Bd. Pacii 220, 79622 Bucharest, Romania 1. 1)]Relimin~Ries Iaemma 1
A Topological Approach to Recognition Mai Gehrke, Serge Grigorieff, Jean-Eric Pin
Priestley Duality for Strong Proximity Lattices
Characterization of Metrizable Esakia Spaces Via Some Forbidden Configurations∗
Priestley Dualities for Some Lattice-Ordered Algebraic Structures, Including MTL, IMTL and MV-Algebras∗
Duality Theory for Enriched Priestley Spaces
Bezhanishvili New Mexico State University
The Upper Interval Topology, Property M, and Compactness
An Invitation to Priestley Duality Outline Outline Concrete Examples of Bounded Distributive Lattices
Frames in Priestley's Duality
Priestley Duality for MV-Algebras: a New Perspective
Arxiv:1805.12454V1 [Math.GN] 31 May 2018 Date: September 21, 2018
Top View
Canonical Extensions, Esakia Spaces, and Universal Models
Arxiv:1904.05852V1 [Math.RA] 11 Apr 2019 .Introduction 1
Free Modal Algebras: a Coalgebraic Perspective
Towards a Gleason Cover for Compact Pospaces 3
On the Bitopological Nature of Stone Duality
Funayama's Theorem Revisited
Arxiv:2006.05099V1 [Math.GN]
Stone Spaces Versus Priestley Spaces
Snapshots of Duality Theory
STONE DUALITY, TOPOLOGICAL ALGEBRA, and RECOGNITION Mai Gehrke
On Priestley Duals of Products Cahiers De Topologie Et Géométrie Différentielle Catégoriques, Tome 32, No 3 (1991), P
Note on Priestley-Style Duality for Distributive Meet-Semilattices
DUALITY for DISTRIBUTIVE and IMPLICATIVE SEMI-LATTICES Contents 1. Introduction 2 2. Preliminaries 4 3. Filters and Ideals of Me
Lattices and Topology
Priestley-Type Dualities for Partially Ordered Structures
Lecture 1: an Invitation to Priestley Duality
Coalgebraic Semantics for Positive Modal Logic
What Are Effective Descent Morphisms of Priestley