37 citations · 37 across the 4 of their papers we have counts for
4 papers
Unitizations of generalized pseudo effect algebras and their ideals
David J. Foulis, Sylvia Pulmannova, Elena Vincekova
A generalized pseudo effect algebra (GPEA) is a partially ordered partial algebraic structure with a smallest element 0, but not necessarily with a unit (i.e, a largest element). I…
The exocenter and type decomposition of a generalized pseudoeffect algebra
David J. Foulis, Sylvia Pulmannova, Elena Vincekova
We extend to a generalized pseudoeffect algebra (GPEA) the notion of the exocenter of a generalized effect algebra (GEA) and show that elements of the exocenter are in one-to-one c…
Lattice pseudo-effect algebras as double residuated structures
David J. Foulis, Sylvia Pulmannova, Elena Vincekova
Pseudo-effect algebras are partial algebraic structures, that were introduced as a non-commutative generalization of effect algebras. In the present paper, lattice ordered pseudo-e…
Sharp and fuzzy observables on effect algebras
A. Jencova, S. Pulmannova, E. Vincekova
Observables on effect algebras and their fuzzy versions obtained by means of confidence measures (Markov kernels) are studied. It is shown that, on effect algebras with the (E)-pro…