Introduction to Boolean algebras. Undergraduate Texts in Mathematics

By S. Givant, P. Halmos. 2010

70 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/bf4bd38a633cf88b491d1e2af83cb890188f75ae

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

1. Samuel Drapeau
2. Asgar Jamneshan
3. Martin Karliczek
4. Michael Kupper
5. Ben Steinberg
6. Mark V. Lawson
7. L. O. Clark
8. R. Exel

Citations in the corpus

• The algebra of conditional sets and the concepts of conditional topology and compactness (2013, background): “ Proposition 2.4, a conditional set is a sheaf on the site (A,K), see Lane and Moerdijk [22]. In Jamneshan [21], the connection of sheaves to conditional sets is discussed in more detail. In [24] and [15], a partition is a family of pairwise disjoint positive elements, while we allow a partition to ”
• A Groupoid Approach to Discrete Inverse Semigroup Algebras (2009, background): “ec(A′) → Spec(A) is given by ψ → ψϕ. The homeomorphism X → Spec(B(X)) is given by x → ϕx where ϕx(U) = χU(x). The isomorphism A → B(Spec(A)) sends a to D(a) = {ϕ| ϕ(a) = 1}. The reader is referred to [9,27] for further details. A key example for us arises from the consideration of ample groupoids. I”