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Journal of Symbolic Logic, 1969
Dummett's LC [1] is a system which characterizes all formulas of the propositional calculus which are valid in every chain (for definitions and notation see the first section of [2]). An L-algebra is a Heyting algebra in which (x → y) + (y → x) = 1 for all x, y.
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Dummett's LC [1] is a system which characterizes all formulas of the propositional calculus which are valid in every chain (for definitions and notation see the first section of [2]). An L-algebra is a Heyting algebra in which (x → y) + (y → x) = 1 for all x, y.
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Point-Free, Set-Free Concrete Linear Algebra
2011Abstract linear algebra lets us reason and compute with collections rather than individual vectors, for example by considering entire subspaces. Its classical presentation involves a menagerie of different settheoretic objects (spaces, families, mappings), whose use often involves tedious and non-constructive pointwise reasoning; this is in stark ...
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1993
Abstract Although Lie polynomials first appeared at the turn of the century, there have been many recent developments especially from the point of view of representation theory. This book covers all aspects, with emphasis on the algebraic and combinatorial point of view as well as representation theory.
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Abstract Although Lie polynomials first appeared at the turn of the century, there have been many recent developments especially from the point of view of representation theory. This book covers all aspects, with emphasis on the algebraic and combinatorial point of view as well as representation theory.
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Automorphisms of free metabelian Leibniz algebras
Communications in Algebra, 2021Zeynep Ozkurt
exaly
Automorphisms of the Category of Free Finitely Generated Algebras
Algebra and Logic, 2022Elena Aladova
exaly
Free Algebras in Varieties of Glivenko MTL-algebras Satisfying the Equation 2(x2) = (2x)2
Studia Logica, 2006Roberto Cignoli
exaly
Polynomial and Poisson dependence in free Poisson algebras and free Poisson fields
Journal of Algebra, 2012Ivan Shestakov
exaly

