Artikel
Open Access
Intervals of effect algebras and pseudo-effect algebras
-
Ivan Chajda
und
Jan Kühr
Veröffentlicht/Copyright:
8. Oktober 2010
Published Online: 2010-10-8
Published in Print: 2010-10-1
© 2010 Mathematical Institute, Slovak Academy of Sciences
Artikel in diesem Heft
- On algebras of multidimensional probabilities
- On identities in orthocomplemented difference lattices
- Isometries and direct product decompositions of GMV-algebras
- Simplex-valued probability
- Intervals of effect algebras and pseudo-effect algebras
- Synaptic algebras
- Strong Poincaré recurrence theorem in MV-algebras
- On the notion of coexistence in quantum mechanics
- Quantum measure theory
- A glance at singlet states and four-partite correlations
- Algebraic Theory of Causal Double Products
- Estimation of an unobservable parameters in the type II constraints in singular linear regression model
Schlagwörter für diesen Artikel
pseudo-effect algebra;
interval;
po-group;
Riesz decomposition property;
compatibility;
state
Creative Commons
BY-NC-ND 3.0
Artikel in diesem Heft
- On algebras of multidimensional probabilities
- On identities in orthocomplemented difference lattices
- Isometries and direct product decompositions of GMV-algebras
- Simplex-valued probability
- Intervals of effect algebras and pseudo-effect algebras
- Synaptic algebras
- Strong Poincaré recurrence theorem in MV-algebras
- On the notion of coexistence in quantum mechanics
- Quantum measure theory
- A glance at singlet states and four-partite correlations
- Algebraic Theory of Causal Double Products
- Estimation of an unobservable parameters in the type II constraints in singular linear regression model
