Article
Open Access
Hull mappings and dimension effect algebras
-
David Foulis
and
Sylvia Pulmannová
Published/Copyright:
May 15, 2011
Published Online: 2011-5-15
Published in Print: 2011-6-1
© 2011 Versita Warsaw
Articles in the same Issue
- W. Charles Holland, 75th birthday
- On decomposition of pseudo BL-algebras
- Representation of perfect and local MV-algebras
- Higher degrees of distributivity in complete generalized MV-algebras
- Right orders and amalgamation for lattice-ordered groups
- Automorphism groups of totally ordered sets: A retrospective survey
- Functorial polar functions
- On hull classes of ℓ-groups and covering classes of spaces
- Cellular covers of totally ordered abelian groups
- From free abelian groups to free abelian ℓ-groups
- New torsion theory in unital abelian ℓ-groups
- On α-regular archimedean f-rings
- Hull mappings and dimension effect algebras
Keywords for this article
effect algebra;
boolean algebra;
hull mapping;
monad;
dyad;
type-determining;
Sherstnev-Kalinin congruence;
dimension equivalence relation;
dimension effect algebra;
simple element;
finite element;
types I, II and III
Creative Commons
BY-NC-ND 3.0
Articles in the same Issue
- W. Charles Holland, 75th birthday
- On decomposition of pseudo BL-algebras
- Representation of perfect and local MV-algebras
- Higher degrees of distributivity in complete generalized MV-algebras
- Right orders and amalgamation for lattice-ordered groups
- Automorphism groups of totally ordered sets: A retrospective survey
- Functorial polar functions
- On hull classes of ℓ-groups and covering classes of spaces
- Cellular covers of totally ordered abelian groups
- From free abelian groups to free abelian ℓ-groups
- New torsion theory in unital abelian ℓ-groups
- On α-regular archimedean f-rings
- Hull mappings and dimension effect algebras
