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Any finitely generated regular variety $𝕍$ of distributive double $p$ -algebras is finitely determined, meaning that for some finite cardinal $n (𝕍)$ , any subclass $S \subseteq 𝕍$ of algebras with isomorphic endomorphism monoids has fewer than $n (𝕍)$ pairwise non-isomorphic members. This result follows from our structural characterization of those finitely generated almost regular varieties which are finitely determined. We conjecture that any finitely generated, finitely determined variety of distributive double $p$ -algebras...

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El Espectro Y La Dimension De Anillos En El Algebra Sobre Un Topos.

Embedding manifolds with boundary in smooth toposes

Embedding of semilattices into distributive lattices

Embeddings into categories with fixed points in representations

Endofunctors of set and cardinalities

Endomorphisms of complete Heyting algebras.

Epimorphic covers make $R_{G}^{+}$ a site, for profinite $G$ .

Epimorphims and cowellpoweredness of epireflective subcategories of Top

Epireflections which are completions

Equationally close subframes and representation of quotient spaces

Equimorphy in varieties of distributive double $p$ -algebras

Équivalences de Green dans les catégories bien filtrantes

Equivariant covering spaces and homotopy covering spaces.

Equivariant orientation theory.

Errata corrige: “The matching problem for behavioral systems”

Errata to the paper M. Sekanina: Categories of ordered sets

Errata to the paper “On paracompact locales and metric locales”

Erratum to “Convenient vector spaces embed into the Cahiers topos”

Erratum to: On the Boundedness of Topological Categories.

Essential localizations and infinitary exact completion.

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