Defines a residual collapse map for ordered POVMs that produces collapsed POVMs with mutually orthogonal non-escape coordinates and characterizes the map's range and fibers.
Sequential products on effect algebras , url =
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
years
2026 2representative citing papers
Finite MV-effect algebras have (S1)-(S4) sequential product operations exactly when Boolean, with (S4) the fatal axiom; lower axioms are classified via nonnegative integer matrices on their Z^r representations, and exactly 34 exist on the rank-2 Boolean case.
citing papers explorer
-
Ordered POVMs and Residual Collapse
Defines a residual collapse map for ordered POVMs that produces collapsed POVMs with mutually orthogonal non-escape coordinates and characterizes the map's range and fibers.
-
The first fatal axiom for weakened sequential products on finite MV-effect algebras: Local obstruction, exact low-rank classification, and the rank-one boundary case
Finite MV-effect algebras have (S1)-(S4) sequential product operations exactly when Boolean, with (S4) the fatal axiom; lower axioms are classified via nonnegative integer matrices on their Z^r representations, and exactly 34 exist on the rank-2 Boolean case.