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Stone space
Stone Coalgebras
Arxiv:2101.00942V2 [Math.CT] 31 May 2021 01Ascainfrcmuigmachinery
REVERSIBLE FILTERS 1. Introduction a Topological Space X Is Reversible
Some Limits of Boolean Algebras
Stone Duality Above Dimension Zero: Axiomatising the Algebraic Theory of C(X)
Arxiv:1408.1072V1 [Math.CT]
Arxiv:1807.10637V2 [Math.RA] 1 May 2019 Eso Ht If That, Show We Abstract .Introduction 1
Profinite Heyting Algebras
Ultrafilter Spaces on the Semilattice of Partitions
Stone Duality for Markov Processes
Pyknotic Objects, I. Basic Notions
Properties of Local Homeomorphisms of Stone Spaces and Priestley Spaces
Inverse Limits and Function Algebras∗
Profinite Relational Structures
Stone Type Representations and Dualities by Power Set Ring
Phil 312: Intermediate Logic. Using Stone-Duality
Stone Coalgebras
Codensity and Stone Spaces
Top View
Modal Logics of Stone Spaces
1. Classical Stone Duality
Weak P-Points in Cech-Stone Compactifications
Topological Extension Properties 367
STONE DUALITY, TOPOLOGICAL ALGEBRA, and RECOGNITION Mai Gehrke
Ultrafilters and Compactification of Uniform Spaces Í1)
Arxiv:1812.11510V1 [Math.GN] 30 Dec 2018
Stone Spaces and Compactifications
Saturated Boolean Algebras and Their Stone Spaces
Algebraic Representation of Continua
Phil 312: Intermediate Logic, Precept 11
Generalised Stone Dualities
Profinite Algebras and Affine Boundedness
Arxiv:1910.09884V4 [Math.AC] 16 Dec 2020
Notes on Ultrafilters
Čech-Stone Compactifications of Discrete Spaces in Zf and Some Weak Forms of the Boolean Prime Ideal Theorem
The Stone Space of the Saturated Boolean Algebras 517
Math 225A – Model Theory
Generalized Eilenberg Theorem I: Local Varieties of Languages
Limits in Certain Classes of Abstract Algebras
THE STONE-^ECH COMPACTIFICATION by Russell C
The Category of Theories
Stone Representation Theorem for Boolean Algebras
PROFINITE TOPOLOGICAL SPACES 1. Introduction
The Representation of Boolean Algebras in the Spotlight of a Proof Checker?
Stone Representation of Boolean Algebras and Boolean Spaces
D-17 Theˇcech–Stone Compactification
COMPUTABLE STONE SPACES Contents 1. Introduction 1 2
Stone Duality and the Representation Theorem
The Mirror of Mathematics Part I: Classical Stone Duality
Sheaf Representations and Duality in Logic
Profinite Homotopy Theory
Simplicial Model Structures on Pro-Categories
The Separated Cellularity of a Topological Space and Finite
Stone Duality an Application in the Theory of Formal Languages