Inversion in a class of lattice-ordered algebras
Anthony W. Hager, Philip Nanzetta, Donald Plank (1972)
Colloquium Mathematicae
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Displaying similar documents to “Lattice-ordered algebras with polynomial inequalities.”
Inversion in a class of lattice-ordered algebras
Normalization of basic algebras
Miroslav Kolařík (2008)
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We consider algebras determined by all normal identities of basic algebras. For such algebras, we present a representation based on a q-lattice, i.e., the normalization of a lattice.
Residue class fields of lattice-ordered algebras
M. Henriksen, J. Isbell, D. Johnson (1961)
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On partially ordered algebras I
L. Fuchs (1966)
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Brian A. Davey (1982)
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J. Isbell (1971)
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The Sheffer stroke operation reducts of basic algebras
Tahsin Oner, Ibrahim Senturk (2017)
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In this study, a term operation Sheffer stroke is presented in a given basic algebra 𝒜 and the properties of the Sheffer stroke reduct of 𝒜 are examined. In addition, we qualify such Sheffer stroke basic algebras. Finally, we construct a bridge between Sheffer stroke basic algebras and Boolean algebras.
Normal autometrized lattice ordered algebras
Tomáš Kovář (2000)
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Mazorchuk, Volodymyr (1999)
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