Anthony W. Hager

most citedPointfree pointwise suprema in unital archimedean

ℓ

-groups

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.GR2024

Archimedean l-groups with strong unit: cozero-sets and coincidence of types of ideals

Papiya Bhattacharjee, Anthony W. Hager, Warren Wm. McGovern +1

$W^{*}$ is the category of the archimedean l-groups with distinguished strong order unit and unit-preserving l-group homomorphisms. For $G \in W^{*}$ , we have the canonical c…

math.GN2024

Sufficiently many projections in archimedean vector lattices with weak order unit

Anthony W. Hager, Brian Wynne

The property of a vector lattice of sufficiently many projections (SMP) is informed by restricting attention to archimedean $A$ with a distinguished weak order unit $u$ (the class,…

math.GN2014★ 1 cited

Pointfree pointwise suprema in unital archimedean $ℓ$ -groups

Richard N. Ball, Anthony W. Hager, Joanne Walters-Wayland

We generalize the concept of the pointwise supremum of real-valued functions to the pointfree setting. The concept itself admits a direct and intuitive formulation which makes no m…

Archimedean l-groups with strong unit: cozero-sets and coincidence of types of ideals

Sufficiently many projections in archimedean vector lattices with weak order unit

Pointfree pointwise suprema in unital archimedean ℓ-groups

Pointfree pointwise suprema in unital archimedean $ℓ$ -groups