Observables on σ-MV algebras and σ-lattice effect algebras
Effect algebras were introduced as abstract models of the set of quantum effects which represent sharp and unsharp properties of physical systems and play a basic role in the foundations of quantum mechanics. In the present paper, observables on lattice ordered σ-effect algebras and their "smearings" with respect to (weak) Markov kernels are studied. It is shown that the range of any observable is…
- Jenčová, Anna
- Pulmannová, Silvia
- Elena
- Elena Gheorghe
- lattice effect algebra
- MV algebra
- observable
- state
- Markov kernel
- weak Markov kernel
- smearing
- generalized observable
- model:article
- Jenčová, Anna
- Pulmannová, Silvia
- Elena
- Elena Gheorghe
- lattice effect algebra
- MV algebra
- observable
- state
- Markov kernel
- weak Markov kernel
- smearing
- generalized observable
- model:article
- http://creativecommons.org/publicdomain/mark/1.0/
- false
- policy:public
- [541]-559
- Kybernetika | 2011 Volume:47 | Number:4
- uuid:b2f5bf43-7e75-4741-b86b-536e246f9ed1
- https://cdk.lib.cas.cz/client/handle/uuid:b2f5bf43-7e75-4741-b86b-536e246f9ed1
- uuid:b2f5bf43-7e75-4741-b86b-536e246f9ed1
- bez média
- svazek
- eng
- eng
- Czech Republic
- 2021-06-01T12:19:28.026Z
- 2021-06-01T12:19:28.026Z