1 citations · 1 across the 5 of their papers we have counts for
5 papers
States of finite effect algebras
G. Bińczak, J. Kaleta, A. Zembrzuski
In this paper we characterize finite effect algebras which have a state. We construct two matrices and assigned to a finite effect algebra and show that if has a st…
Joins and meets in effect algebras
Grzegorz Binczak, Joanna Kaleta, Andrzej Zembrzuski
We know that each effect algebra is isomorphic to for some -test spaces .We describe when and exists for $x,y\in{\cal E}…
Finite homogeneous effect algebras with trivial sharp elements
Grzegorz Bińczak, Joanna Kaleta
In this paper we describe finite homogeneous effect algebras whose sharp elements are only and .
Sharp and principal elements in effect algebras
Grzegorz Bińczak, Joanna Kaleta
In this paper we characterize the effect algebras whose sharp and principal elements coincide. We also give examples of two non-isomorphic effect algebras having the same universum…
Homotopy analysis method for stochastic differential equations
Maciej Janowicz, Filip Krzyżewski, Joanna Kaleta +2
The homotopy analysis method known from its successful applications to obtain quasi-analytical approximations of solutions of ordinary and partial differential equations is applied…