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Esakia duality

In mathematics, Esakia duality is a theorem establishing a correspondence between Heyting algebras and certain ordered topological spaces called Esakia spaces; more precisely, it states that the category of Heyting algebras is dually equivalent to the category of Esakia spaces.

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Esakia duality

Nodes14
Edges13
Triples1
Avg. degree1.86
Density0.142857
Components1

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Esakia duality

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Esakia duality → theorem establishing a correspondence between Heyting algebras and certain ordered topological spaces called Esakia spaces

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heyting esakia spaces esa algebra theorem algebras category dually equivalent denote dual also duality called morphisms space ha mathematics isomorphism

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Esakia dualityis atheorem establishing a correspondence between Heyting algebras and certain ordered topological spaces called Esakia spaces0.90text

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