Duality for generalized events

Year, pages: 2004, 49 - 60

We study the category of effect algebras (equivalently $D$@-posets) carrying the initial sequential convergence with respect to a set of order determining probabilities. We define distinguished subcategories and describe their mutual relationships. In particular, we deal with duality, products, and coproducts. Such structures are suitable for modelling events having fuzzy and quantum nature.

Frič, R. 2004. Duality for generalized events. In Mathematica Slovaca, vol. 54, no.1, pp. 49-60. 0139-9918.

Frič, R. (2004). Duality for generalized events. Mathematica Slovaca, 54(1), 49-60. 0139-9918.