Contributions to Universal Algebra - 1st Edition - ISBN: 9780720407259, 9781483103020

Contributions to Universal Algebra

1st Edition

Editors: B. Csákány J. Schmidt
eBook ISBN: 9781483103020
Imprint: North Holland
Published Date: 1st January 1977
Page Count: 608
Sales tax will be calculated at check-out Price includes VAT/GST
30% off
30% off
30% off
30% off
30% off
30% off
30% off
30% off
30% off
30% off
30% off
30% off
Price includes VAT/GST

Institutional Subscription

Secure Checkout

Personal information is secured with SSL technology.

Free Shipping

Free global shipping
No minimum order.


Contributions to Universal Algebra focuses on the study of algebra. The compilation first discusses the congruence lattice of pseudo-simple algebras; elementary properties of limit reduced powers with applications to Boolean powers; and congruent lattices of 2-valued algebras. The book further looks at duality for algebras; weak homomorphisms of stone algebras; varieties of modular lattices not generated by their finite dimensional members; and remarks on algebraic operations of stone algebras. The text describes polynomial normal forms and the embedding of polynomial algebras; coverings in the lattice of varieties; embedding semigroups in semigroups generated by idempotents; and endomorphism semigroups and subgroupoid lattices. The book also discusses a report on sublattices of a free lattice, and then presents the cycles in finite semi-distributive lattices; cycles in S-lattices; and summary of results. The text also describes primitive subsets of algebras, ideals, normal sets, and congruences, as well as Jacobson’s density theorem. The book is a good source for readers wanting to study algebra.

Table of Contents



Scientific Program

List of Participants

On the Congruence Lattice of Pseudosimple Algebras

Elementary Properties of Limit Reduced Powers with Applications to Boolean Powers

On Congruence Lattices of 2-Valued Algebras

The c-Ideal Lattice and Subalgebra Lattice are Independent

l-Group-Cone and Boolean Algebra. A Common One-Identity-Axiom

Splitting Lattices and Congruence Modularity

Some Remarks on Weak Automorphisms

On Polynomial Algebras

Duality for Algebras

Projective and Injective Varieties of Abelian Ω-Algebras

Some Varieties of Modular Lattices not Generated by Their Finite Dimensional Members

On Weak Homomorphisms of Stone Algebras

On the Sums of Double Systems of Lattices and DS-Congruences of Lattices

n-Distributivity and Some Questions of the Equational Theory of Lattices

Polynomial Normal Forms and the Embedding of Polynomial Algebras

Coverings in the Lattice of Varieties

Embedding Semigroups in Semigroups Generated by Idempotents

Endomorphism Semigroups and Subgroupoid Lattices

A Note on Implicational Subcategories

A Report on Sublattices of a Free Lattice

Extensive Groupoid Varieties

Primitive Subsets of Algebras

Ideals, Normal Sets and Congruences

A Characterization of Complete Modular p-Algebras

Jacobson's Density Theorem in Universal Algebra

Certain Questions of the Theory of Homotopy of Universal Algebras

A Theorem on Finite Sublattices of Free Lattices

A Note on a Problem of Goralčik

Quasi-Decompositions, Exact Sequences, and Triple Sums of Semigroups. I. General Theory

Quasi-Decompositions, Exact Sequences, and Triple Sums of Semigroups. II. Applications

Endomorphically Complete Groups

Concrete Categories with Non-Injective Monomorphisms

On Algebras as Tree Automata

On Affine Modules

Equational Logic

On Regular Algebras

Remarks on Fully Invariant Congruences

Varieties Generated by Quasi-Primal Algebras have Decidable Theories

On the Polynomial Completeness Defect of Universal Algebras

On Lattices Freely Generated by Finite Partially Ordered Sets

Proper and Improper Free Algebras



No. of pages:
© North Holland 1977
North Holland
eBook ISBN:

About the Editor

B. Csákány

J. Schmidt

Ratings and Reviews