Pages that link to "Item:Q541810"

The following pages link to Effect algebras and unsharp quantum logics. (Q541810):

Displaying 50 items.

• Test groups and effect algebras (Q1919232) (← links)
• Semi-orthoposets (Q1919233) (← links)
• Quantum MV algebras (Q1919984) (← links)
• Consistent histories and operational quantum theory (Q1923981) (← links)
• Conditional probability on the Kôpka's \(D\)-posets (Q1928152) (← links)
• Coreflections in algebraic quantum logic (Q1929301) (← links)
• Quotients and weakly algebraic sets in pseudoeffect algebras (Q1933770) (← links)
• A non-associative generalization of effect algebras (Q1933785) (← links)
• Triple representation theorem for orthocomplete homogeneous effect algebras (Q1935012) (← links)
• Logical connectives on lattice effect algebras (Q1935557) (← links)
• Hull determination and type decomposition for a generalized effect algebra (Q1936491) (← links)
• Conditional probability, three-slit experiments, and the Jordan algebra structure of quantum mechanics (Q1942170) (← links)
• Hilbert space effect-representations of effect algebras (Q1942973) (← links)
• On realization of generalized effect algebras (Q1942979) (← links)
• Ideals and congruences of basic algebras (Q1955452) (← links)
• Congruences generated by ideals of the compatibility center of lattice effect algebras (Q1955480) (← links)
• The average value inequality in sequential effect algebras (Q1958712) (← links)
• Convex and linear effect algebras (Q1970536) (← links)
• The spectrum of the sum of observables on \(\sigma\)-complete MV-effect algebras (Q2001103) (← links)
• Congruences and ideals in generalized pseudoeffect algebras revisited (Q2001146) (← links)
• Direct limits of generalized pseudo-effect algebras with the Riesz decomposition properties (Q2001160) (← links)
• A semiring-like representation of lattice pseudoeffect algebras (Q2001171) (← links)
• Observables on lexicographic effect algebras (Q2009226) (← links)
• Automorphisms of effect algebras (Q2010519) (← links)
• Kite pseudo effect algebras (Q2015101) (← links)
• Blocks in pairwise summable generalized effect algebras (Q2018729) (← links)
• Top element problem and MacNeille completions of generalized effect algebras (Q2018749) (← links)
• Residuation in lattice effect algebras (Q2035280) (← links)
• Pseudo effect algebras are algebras over bounded posets (Q2035281) (← links)
• Fuzzy implications in lattice effect algebras (Q2035406) (← links)
• Observables on synaptic algebras (Q2035422) (← links)
• Geometric and algebraic aspects of spectrality in order unit spaces: a comparison (Q2049340) (← links)
• Outer and inner approximations in quantum spaces (Q2054594) (← links)
• Properties of implication in effect algebras (Q2054647) (← links)
• Operational restrictions in general probabilistic theories (Q2072057) (← links)
• Research on partial ordered sets that can be constructed as effect algebras (Q2088404) (← links)
• Sum of \(n\)-dimensional observables on MV-effect algebras (Q2100190) (← links)
• Kalmbach measurability In \(\mathrm{d}_0\)-algebras (Q2105713) (← links)
• Approximating families for lattice outer measures on unsharp quantum logics (Q2105722) (← links)
• \(L\)-algebras and three main non-classical logics (Q2140578) (← links)
• Structure groups of \(L\)-algebras and Hurwitz action (Q2143551) (← links)
• Results on topological lattice effect algebras (Q2143641) (← links)
• Conditional probability on full Łukasiewicz tribes (Q2153575) (← links)
• On residuation in paraorthomodular lattices (Q2156431) (← links)
• The logic induced by effect algebras (Q2156555) (← links)
• Basic algebras and L-algebras (Q2156557) (← links)
• Observables on \(\sigma\)-frame effect algebras as upper semicontinuous functions (Q2159917) (← links)
• Convexity-preserving properties of partial binary operations with respect to filter convex structures on effect algebras (Q2165315) (← links)
• Homogeneous effect algebras and observables vs spectral resolutions (Q2165344) (← links)
• The structure group of a non-degenerate effect algebra (Q2182566) (← links)