Add to ORKGLet V be a congruence modular variety satisfying (C2) whose two generated free algebra is finite. If V has AP and RS then V has (R). Here (C2) and (R) are two properties defined in terms of the commutator in modular varieties
Abstract. We show that, up to term equivalence, the only mini-mal idempotent varieties that are not ...
In a congruence modular subtractive variety there are both the commutator of ideals and the commutat...
Thesis (M.Sc.)-University of Natal, Durban, 2000.Chapter 0 In this introductory chapter, certain ...
Let V be a congruence distributive variety, or a congruence modular variety whose free algebra on 2 ...
Let A be a finite algebra that generates a congruence modular variety. We show that the free spectru...
For varieties, congruence modularity is equivalent to the tolerance intersection property, TIP in sh...
Abstract. For varieties, congruence modularity is equivalent to the tolerance intersection property,...
We present a characterization of congruence modularity by means of an identity involving a tolerance...
this paper, however, since it is not known if a congruence variety properly above HV p must contain ...
The purpose of the present note is to prove (in Section 5) a Cancellation Theorem for algebras in co...
For an arbitrary lattice identity implying modularity (or at least congruence modularity) a Mal&apos...
Abstract. An n-ary operation f: An → A is called cyclic, if it is idempotent and f(a1, a2, a3,..., a...
We prove that any nite subdirectly irreducible algebra in a congruence modular variety with trivial ...
AbstractGoodearl, Menal, and Moncasi [K.R. Goodearl, P. Menal, J. Moncasi, Free and residually artin...
AbstractRecently, a generalization of commutator theory has been developed for algebraic systems bel...
Abstract. We show that, up to term equivalence, the only mini-mal idempotent varieties that are not ...
In a congruence modular subtractive variety there are both the commutator of ideals and the commutat...
Thesis (M.Sc.)-University of Natal, Durban, 2000.Chapter 0 In this introductory chapter, certain ...
Let V be a congruence distributive variety, or a congruence modular variety whose free algebra on 2 ...
Let A be a finite algebra that generates a congruence modular variety. We show that the free spectru...
For varieties, congruence modularity is equivalent to the tolerance intersection property, TIP in sh...
Abstract. For varieties, congruence modularity is equivalent to the tolerance intersection property,...
We present a characterization of congruence modularity by means of an identity involving a tolerance...
this paper, however, since it is not known if a congruence variety properly above HV p must contain ...
The purpose of the present note is to prove (in Section 5) a Cancellation Theorem for algebras in co...
For an arbitrary lattice identity implying modularity (or at least congruence modularity) a Mal&apos...
Abstract. An n-ary operation f: An → A is called cyclic, if it is idempotent and f(a1, a2, a3,..., a...
We prove that any nite subdirectly irreducible algebra in a congruence modular variety with trivial ...
AbstractGoodearl, Menal, and Moncasi [K.R. Goodearl, P. Menal, J. Moncasi, Free and residually artin...
AbstractRecently, a generalization of commutator theory has been developed for algebraic systems bel...
Abstract. We show that, up to term equivalence, the only mini-mal idempotent varieties that are not ...
In a congruence modular subtractive variety there are both the commutator of ideals and the commutat...
Thesis (M.Sc.)-University of Natal, Durban, 2000.Chapter 0 In this introductory chapter, certain ...