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  • Czech Technical University in Prague
  • Faculty of Electrical Engineering
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  • Czech Technical University in Prague
  • Faculty of Electrical Engineering
  • Department of Mathematics
  • Publishing Activity - 13101
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Effect algebras with the maximality property 

Tkadlec, Josef (2009)
The maximality property was introduced in [9] in orthomodular posets as a common generalization of orthomodular lattices and orthocomplete orthomodular posets. We show that various conditions used in the theory of e ...

Triangular Norms with Continous Daigonals 

Tkadlec, Josef (1999)
It is an old open question whether a t-norm with a continuous diagonal must be continuous [7]. We give a partial positive answer for t-norms with noncontinuous additive generators (constructed by the technique of [1, ...

Conditions that Force an Orthomodular Poset to Be a Boolean Algebra 

Tkadlec, Josef (1997)
We introduce two new classes of orthomodular posets—the class of weakly Boolean orthomodular posets and the class of orthomodular posets with the property of maximality. The main result of this paper is that the ...

Characterizations of spectral automorphisms and a Stone-type theorem in orthomodular lattices 

Caragheorgheopol, Dan; Tkadlec, Josef (2011)
The notion of spectral automorphism of an orthomodular lattice was introduced by Ivanov and Caragheorgheopol [3] to create an analogue of the Hilbert space spectral theory in the abstract framework of orthomodular lattices. ...

Atomic effect algebras with compression bases 

Caragheorgheopol, D.; Tkadlec, Josef (2011)
Compression base effect algebras were recently introduced by Gudder [6]. They generalize sequential effect algebras [7] and compressible effect algebras [5]. The present paper focuses on atomic compression base effect ...

Atomic Sequential Effect Algebras 

Tkadlec, Josef (2008)
Various conditions ensuring that a sequential effect algebra or the set of sharp elements of a sequential effect algebra is a Boolean algebra are presented.

Note on generalizations of orthocomplete and lattice effect algebras 

Tkadlec, Josef (2011)
It is proved that two di erent common generalizations of orthocomplete and lattice e ect algebras coincide within the class of separable Archimedean e ect algebras.

Common generalizations of orthocomplete and lattice effect algebras 

Tkadlec, Josef (2010)
Connections between the weak orthocompleteness and the maximality property in e ect algebras are presented. It is proved that an orthomodular poset with the maximality property is disjunctive. A characterization of ...

Atomistic and orthoatomistic effect algebras 

Tkadlec, Josef (2008)
We characterize atomistic effect algebras, prove that a weakly orthocomplete Archimedean atomic effect algebra is orthoatomistic and present an example of an orthoatomistic orthomodular poset that is not weakly orthocomplete.

Commutative Bounded Integral Residuated Orthomodular Lattices are Boolean Algebras 

Tkadlec, Josef; Turunen, Esko (2011)
We show that a commutative bounded integral orthomodular lattice is residuated iff it is a Boolean algebra. This result is a consequence of [7, Theorem 7.31]; however, our proof is independent and uses other instruments.
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AuthorTkadlec, Josef (14)Caragheorgheopol, D. (1)Caragheorgheopol, Dan (1)Svozil, K. (1)Turunen, Esko (1)SubjectBoolean algebra (3)Archimedean (2)Effect algebra (2)effect algebra (2)separable (2)Atomic (1)atomic (1)atomistic (1)central element (1)concrete quantum logic (1)... View More

České vysoké učení technické v Praze copyright © 2016 

DSpace software copyright © 2002-2016  Duraspace

Contact Us | Send Feedback
Theme by 
@mire NV