Spectra of finitely presented lattice-ordered Abelian groups and MV-algebras, part 2
Vincenzo Marra, Daniel McNeill, Andrea Pedrini · EPiC series in computing · 2018
This is the second part of a series of two abstracts, the first being by Andrea Pedrini. For background and notation on lattice-ordered Abelian groups, vector lattices and Q-vector lattices, and their spectral spaces, please see her submission. We consider the tools of Stone duality and the absolute applied to lattice-ordered Abelian groups, vector lattices and Q-vector lattices. Given a lattice-ordered Abelian group or Q-vector lattice, G, this leads to an interesting parallel between Min(G) and the absolute of Max(G).