Compatibility and partial compatibility in quantum logics
Compatibility in orthomodular posets
Compatibility problem in quasi-orthocomplemented posets
Compressible groups
Compressible groups with general comparability
Concrete quantum logics with generalised compatibility
We present three results stating when a concrete (=set-representable) quantum logic with covering properties (generalization of compatibility) has to be a Boolean algebra. These results complete and generalize some previous results [3, 5] and answer partiallz a question posed in [2].
Conditional probability in quantum axiomatics
Congruences and ideals in lattice effect algebras as basic algebras
Effect basic algebras (which correspond to lattice ordered effect algebras) are studied. Their ideals are characterized (in the language of basic algebras) and one-to-one correspondence between ideals and congruences is shown. Conditions under which the quotients are OMLs or MV-algebras are found.
Consistent histories: Description of a world with increasing entropy.
Continuity and linear extensions of quantum measures on Jordan operator algebras.
Contractions of product density operators of systems of identical fermions and bosons.
Covariant functional quantizations of superstrings
-posets
Decay times in quantum mechanics.
Decoherence in pre-symmetric spaces.
Decoherence of quantum Markov semigroups
Dilations of positive operator measures and bimeasures related to quantum mechanics
Direct product decompositions of pseudo effect algebras
Discourse on one way in which a quantum-mechanics language on the classical logical base can be built up
Divergence between various estimates of quantized information sources