Dec 13, 2021 · In this paper, we describe a choice-free topological representation of Boolean algebras. This representation uses a subclass of the spectral ...

In this article, we describe a choice-free topological representation of Boolean algebras. This representation uses a subclass of the spectral spaces that Stone ...

Sep 8, 2018 · We prove without choice principles that any Boolean algebra arises from a special spectral space X via the compact regular open sets of X; these ...

This connection makes clear the relation between our point-set topological approach to choice-free Stone duality, which may be called the hyperspace approach, ...

In this article, we describe a choice-free topological representation of Boolean algebras. This representation uses a subclass of the spectral spaces that Stone ...

A choice-free topological representation of Boolean algebras using a subclass of the spectral spaces that Stone used in his representation of distributive ...

Our aim is to obtain Stone-like representation of. Boolean algebras choice free. This will resemble Stone's representation of distributive lattices. Page 33 ...

In this paper, we describe a choice-free topological representation of Boolean algebras. This representation uses a subclass of the spectral spaces that Stone ...

Assuming Alexander's Subbase Theorem, Goldblatt (1975) developed a topological representation theory for ortholattices via the clopen.

Feb 27, 2022 · Our duality combines Bezhanishvili and Holliday's choice-free spectral space approach to Stone duality for Boolean alge- bras with Goldblatt ...