Artikel
Open Access
David James Foulis
-
Richard Greechie
Veröffentlicht/Copyright:
20. Dezember 2012
Published Online: 2012-12-20
Published in Print: 2012-12-1
© 2012 Mathematical Institute, Slovak Academy of Sciences
Artikel in diesem Heft
- David James Foulis
- Lattice uniformities on pseudo-D-lattices
- A generalization of effect algebras and ortholattices
- Orthocomplemented difference lattices in association with generalized rings
- Associativity of operations on orthomodular lattices
- Statistical maps and generalized random walks
- A note on ideals in synaptic algebras
- The structure of norm Clifford algebras
- Quantum teleportation and quantum epistemic semantics
- Schur lemma and limit theorems in lattice groups with respect to filters
- On characterization of integrable sesquilinear forms
- Spectral automorphisms in CB-effect algebras
- MacNeille completion of centers and centers of MacNeille completions of lattice effect algebras: Generic scheme behind
- Hilbert space representations of decoherence functionals and quantum measures
- A new proof of the monotone convergence theorem of Lebesgue integral on σ-class
Schlagwörter für diesen Artikel
Baer *-semigroup;
Foulis semigroup;
orthomodular lattice;
effect algebra;
quantum logic;
manual
Creative Commons
BY-NC-ND 3.0
Artikel in diesem Heft
- David James Foulis
- Lattice uniformities on pseudo-D-lattices
- A generalization of effect algebras and ortholattices
- Orthocomplemented difference lattices in association with generalized rings
- Associativity of operations on orthomodular lattices
- Statistical maps and generalized random walks
- A note on ideals in synaptic algebras
- The structure of norm Clifford algebras
- Quantum teleportation and quantum epistemic semantics
- Schur lemma and limit theorems in lattice groups with respect to filters
- On characterization of integrable sesquilinear forms
- Spectral automorphisms in CB-effect algebras
- MacNeille completion of centers and centers of MacNeille completions of lattice effect algebras: Generic scheme behind
- Hilbert space representations of decoherence functionals and quantum measures
- A new proof of the monotone convergence theorem of Lebesgue integral on σ-class
