Pages that link to "Item:Q495838"
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The following pages link to On the equivalence between MV-algebras and \(l\)-groups with strong unit (Q495838):
Displaying 17 items.
- The Morita-equivalence between MV-algebras and lattice-ordered abelian groups with strong unit. (Q471915) (← links)
- Stone duality above dimension zero: axiomatising the algebraic theory of \(\mathrm{C}(X)\) (Q502643) (← links)
- Monadic MV-algebras are equivalent to monadic \(\ell \)-groups with strong unit (Q763298) (← links)
- Boolean skeletons of MV-algebras and \(\ell \)-groups (Q763315) (← links)
- Abelian \(\ell\)-groups with strong unit and perfect MV-algebras (Q1013998) (← links)
- An elementary presentation of the equivalence between MV-algebras and \(\ell\)-groups with strong unit (Q1580661) (← links)
- A common abstraction of MV-algebras and abelian \(l\)-groups (Q1591338) (← links)
- Some invariant skeletons for \(\ell\)-u groups and MV-algebras (Q1732804) (← links)
- The going up and going down theorems in MV-algebras and abelian \(l\)-groups (Q1970954) (← links)
- Categorical equivalence between \(\mathrm{PMV}_f \)-product algebras and semi-low \(f_u \)-rings (Q2278836) (← links)
- The Chang-Mundici's \(l\)-group of a BL-algebra (Q2828629) (← links)
- The Chinese Remainder Theorem for Strongly Semisimple MV-Algebras and Lattice-Groups (Q3454728) (← links)
- (Q3519700) (← links)
- MV-algebras are categorically equivalent to a class of $\scr{DR}l\sb {1(i)}$-semigroups (Q4940777) (← links)
- A Stone-Weierstrass theorem for MV-algebras and unital -groups (Q5262480) (← links)
- MVW-rigs and product MV-algebras (Q5742700) (← links)
- A set-theoretic proof of the representation of MV-algebras by sheaves (Q6044358) (← links)