6 citations · 17 across the 4 of their papers we have counts for
4 papers
Decomposition Theorem for State Property Systems
Diederik Aerts, Didier Deses, Bart D'Hooghe
We prove a decomposition theorem for orthocomplemented state property systems. More specifically we prove that an orthocomplemented state property system is isomorphic to the direc…
Classicality and connectedness for state property systems and closure spaces
Diederik Aerts, Didier Deses, Ann Van der Voorde
It has been shown that there is a categorical equivalence between the category SPS of state property systems and the category Cl of closure spaces. In this note we prove, using thi…
On completeness in a non-Archimedean setting via firm reflections
D. Deses, E. Lowen-Colebunders
We develop a completion theory for (general) non-Archimedean spaces based on the theory on "a categorical concept of completion of objects" as introduced by G.C.L. Brümmer and E. G…
Connectedness Applied to Closure Spaces and State Property Systems
Diederik Aerts, Didier Deses, An Van der Voorde
In earlier work a description of a physical entity is given by means of a state property system and it is proven that any state property system is equivalent to a closure space. In…