Publication date
January 2000
DOI Publisher
Institute of Mathematics, Czech Academy of SciencesAbstract
summary:We characterize ideals of ortholattices which are congruence kernels. We show that every congruence class determines a kernel
summary:We characterize ideals of ortholattices which are congruence kernels. We show that every congruence class determines a kernel
As a sequel to [2] and [15] we investigate ideal properties focusing on subtractive varieties. Here ...
We prove that the kernel of the action of the modular group on the center of a semisimple factorizab...
summary:An algebra $\cal A$ is said to have the endomorphism kernel property (EKP) if every congruen...
summary:We characterize ideals of ortholattices which are congruence kernels. We show that every con...
AbstractAbstracting from certain properties of the implication operation in Boolean algebras leads t...
summary:We describe algebras and varieties for which every ideal is a kernel of a one-block congruen...
AbstractA classical result in algebraic specification states that a total function defined on an ini...
A classical result in algebraic specification states that a total function defined on an initial alg...
AbstractAbstracting from certain properties of the implication operation in Boolean algebras leads t...
summary:A meet semilattice with a partial join operation satisfying certain axioms is a JP-semilatti...
summary:Orthomodular implication algebras (with or without compatibility condition) are a natural ge...
summary:Orthomodular implication algebras (with or without compatibility condition) are a natural ge...
AbstractAn equivalent of kernel existence is formulated using semikernels. It facilitates inductive ...
As a sequel to [2] and [15] we investigate ideal properties focusing on subtractive varieties. Here ...
summary:A ternary ring is an algebraic structure ${\mathcal R}=(R;t,0,1)$ of type $(3,0,0)$ satisfyi...
As a sequel to [2] and [15] we investigate ideal properties focusing on subtractive varieties. Here ...
We prove that the kernel of the action of the modular group on the center of a semisimple factorizab...
summary:An algebra $\cal A$ is said to have the endomorphism kernel property (EKP) if every congruen...
summary:We characterize ideals of ortholattices which are congruence kernels. We show that every con...
AbstractAbstracting from certain properties of the implication operation in Boolean algebras leads t...
summary:We describe algebras and varieties for which every ideal is a kernel of a one-block congruen...
AbstractA classical result in algebraic specification states that a total function defined on an ini...
A classical result in algebraic specification states that a total function defined on an initial alg...
AbstractAbstracting from certain properties of the implication operation in Boolean algebras leads t...
summary:A meet semilattice with a partial join operation satisfying certain axioms is a JP-semilatti...
summary:Orthomodular implication algebras (with or without compatibility condition) are a natural ge...
summary:Orthomodular implication algebras (with or without compatibility condition) are a natural ge...
AbstractAn equivalent of kernel existence is formulated using semikernels. It facilitates inductive ...
As a sequel to [2] and [15] we investigate ideal properties focusing on subtractive varieties. Here ...
summary:A ternary ring is an algebraic structure ${\mathcal R}=(R;t,0,1)$ of type $(3,0,0)$ satisfyi...
As a sequel to [2] and [15] we investigate ideal properties focusing on subtractive varieties. Here ...
We prove that the kernel of the action of the modular group on the center of a semisimple factorizab...
summary:An algebra $\cal A$ is said to have the endomorphism kernel property (EKP) if every congruen...
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