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Closure operator

  • GALOIS THEORY for ARBITRARY FIELD EXTENSIONS Contents 1

    GALOIS THEORY for ARBITRARY FIELD EXTENSIONS Contents 1

  • Some Order Dualities in Logic, Games and Choices Bernard Monjardet

    Some Order Dualities in Logic, Games and Choices Bernard Monjardet

  • The Poset of Closure Systems on an Infinite Poset: Detachability and Semimodularity Christian Ronse

    The Poset of Closure Systems on an Infinite Poset: Detachability and Semimodularity Christian Ronse

  • Arxiv:1301.2793V2 [Math.LO] 18 Jul 2014 Uaeacnetof Concept a Mulate Fpwrbet Uetepwre Xo) N/Rmk S Ff of Use Make And/Or Axiom), Presupp Principles

    Arxiv:1301.2793V2 [Math.LO] 18 Jul 2014 Uaeacnetof Concept a Mulate Fpwrbet Uetepwre Xo) N/Rmk S Ff of Use Make And/Or Axiom), Presupp Principles

  • CLOSURE OPERATORS I Dikran DIKRANJAN Eraldo GIULI

    CLOSURE OPERATORS I Dikran DIKRANJAN Eraldo GIULI

  • CLOSURE OPERATORS on ALGEBRAS 3 Extended Power Algebra (P>0A, Ω, ∪) Is a Semilattice Ordered ✵-Algebra

    CLOSURE OPERATORS on ALGEBRAS 3 Extended Power Algebra (P>0A, Ω, ∪) Is a Semilattice Ordered ✵-Algebra

  • Completion and Closure Cahiers De Topologie Et Géométrie Différentielle Catégoriques, Tome 41, No 2 (2000), P

    Completion and Closure Cahiers De Topologie Et Géométrie Différentielle Catégoriques, Tome 41, No 2 (2000), P

  • Closure Operators on Dcpos 3

    Closure Operators on Dcpos 3

  • Closure, Interior and Neighbourhood in a Category

    Closure, Interior and Neighbourhood in a Category

  • Closure System and Its Semantics

    Closure System and Its Semantics

  • Matroids and Geometric Lattices

    Matroids and Geometric Lattices

  • The Fixed-Point Partition Lattices

    The Fixed-Point Partition Lattices

  • On Coregular Closure Operators 0 Introduction 1 Preliminaries

    On Coregular Closure Operators 0 Introduction 1 Preliminaries

  • The Pullback Closure, Perfect Morphisms and Completions

    The Pullback Closure, Perfect Morphisms and Completions

  • A Theory of Closure Operators

    A Theory of Closure Operators

  • Binary Closure Operators

    Binary Closure Operators

  • S(A) = Ç]{B\Bda, Bzsé}. Let F:2X ^ 2X Be a Multi-Valued Mapping and J/ Be the Family of All Subsets a of X for Which F(A) C A

    S(A) = Ç]{B\Bda, Bzsé}. Let F:2X ^ 2X Be a Multi-Valued Mapping and J/ Be the Family of All Subsets a of X for Which F(A) C A

  • Closure Hyperdoctrines, with Paths

    Closure Hyperdoctrines, with Paths

Top View
  • Categorical Closure Operators Via Galois Connections
  • Topological Functors Via Closure Operators
  • 2 Closure Operators and Lattices
  • On Categories of Ordered Sets with a Closure Operator
  • On Many-Sorted Algebraic Closure Operators
  • Closure Operators with Respect to a Functor Dedicated to Lamar Bentley on His 60Th Birthday
  • Chapter 5. Lattices, Closure Operators, and Galois Connections
  • Uniform Closures: Order-Theoretically Reconstructing Logic Program Semantics and Abstract Domain Refinements
  • A to Galois Connections* Counterpart
  • Closure Operators and Polarities
  • Applications of the Tarski–Kantorovitch Fixed-Point Principle in the Theory of Iterated Function Systems
  • Fuzzy Closure Operators
  • Dual Closure Operators and Their Applications
  • On Closure Axioms for a Matroid Using Galois Connections∗ 1. Introduction
  • Model Checking and Transitive-Closure Logic?
  • Closure Operators and Galois Theory in Lattices
  • The Closure Operation As the Foundation of Topology
  • Cryptomorphisms MAA Short Course Lecture Notes


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