Published Online: 2010-2-21
Published in Print: 2010-4-1
© 2010 Mathematical Institute, Slovak Academy of Sciences
Articles in the same Issue
- BCK-monoids
- Graph isomorphic discrete partially ordered sets and semimodularity
- An example of a commutative basic algebra which is not an MV-algebra
- On idempotent modifications of generalized MV-algebras
- On lattice embeddings of a lattice into its intervals
- On quasi-prime, weakly quasi-prime left ideals in ordered-Γ-semigroups
- On a partial syntactical criterion for the left distributivity and the idempotency
- Asymptotic formulas for nonoscillatory solutions of conditionally oscillatory half-linear equations
- A critical oscillation constant as a variable of time scales for half-linear dynamic equations
- Generalized difference sequence space defined by |$$ \bar N $$, p k| summability and an Orlicz function in seminormed space
- Theorems for generalized Favard-Kantorovich and Favard-Durrmeyer operators in exponential function spaces
Keywords for this article
pseudo BCK-algebra;
extended BCK-algebra;
residuated lattice;
BCK-monoid;
hoop monoid;
Wajsberg monoid;
Iséki monoid
Creative Commons
BY-NC-ND 3.0
Articles in the same Issue
- BCK-monoids
- Graph isomorphic discrete partially ordered sets and semimodularity
- An example of a commutative basic algebra which is not an MV-algebra
- On idempotent modifications of generalized MV-algebras
- On lattice embeddings of a lattice into its intervals
- On quasi-prime, weakly quasi-prime left ideals in ordered-Γ-semigroups
- On a partial syntactical criterion for the left distributivity and the idempotency
- Asymptotic formulas for nonoscillatory solutions of conditionally oscillatory half-linear equations
- A critical oscillation constant as a variable of time scales for half-linear dynamic equations
- Generalized difference sequence space defined by |$$ \bar N $$, p k| summability and an Orlicz function in seminormed space
- Theorems for generalized Favard-Kantorovich and Favard-Durrmeyer operators in exponential function spaces