How comprehensive is the category of semigroups?
From MaRDI portal
Publication:2542522
DOI10.1016/0021-8693(69)90054-4zbMath0206.02505OpenAlexW2054532902WikidataQ107307753 ScholiaQ107307753MaRDI QIDQ2542522
Zdenek Hedrlin, Joachim Lambek
Publication date: 1969
Published in: Journal of Algebra (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/0021-8693(69)90054-4
Related Items
Large k-free algebras, Universalities, Universal coextensions within a variety, Homomorphisms of extensions of a semigroup within a variety, A rigid graph for every set, Computing automorphisms of semigroups., Asymmetric coloring of locally finite graphs and profinite permutation groups: Tucker's conjecture confirmed, Endomorphism monoids in varieties of commutative semigroups., Unnamed Item, An axiomatic construction of an almost full embedding of the category of graphs into the category of \(R\)-objects, On groups generated by involutions of a semigroup., Endomorphism monoids and topological subgraphs of graphs, Chu spaces as a semantic bridge between linear logic and mathematics., Endomorphisms of direct unions of bounded lattices, Beyond symmetry in generalized Petersen graphs, Topological categories containing any category of algebras, Recursive undecidability of the binding property for finitely presented equational classes, An almost full embedding of the category of graphs into the category of abelian groups, On the Structure of Equationally Complete Varieties. II, Beating the generator-enumeration bound for \(p\)-group isomorphism, Algebraic functor slices, Asymmetric trees with two prescribed degrees, On some strongly rigid families of graphs and the full embeddings they induce, Automorphism and subalgebra structure in algebras of finite type, Representation of semigroups by products in a category, The category of unary algebras, containing a given subalgebra I, Connectednesses and disconnectednesses of graphs, Some functorial aspects of atomic compactness, A note on large minimally free algebras, On the collineation groups of infinite projective and affine planes, Embeddings and collineation groups of projective planes, The category of varieties and interpretations is alg-universal, Large Sets of Lattices without Order Embeddings, Infinite digraphs with given regular automorphism groups, Infinite quasigroups with given regular automorphism groups, Vector representable matroids of given rank with given automorphism group, Tournaments with given (infinite) automorphism group, Categories, Every group is the collineation group of some projective plane, On the automorphism group of a groupoid, A note on automorphisms of groupoids, Full embeddings into some categories of graphs, (0,1)-matrices and semigroups of ring endomorphisms, On a technique for representing semigroups as endomorphism semigroups of graphs with given properties, Representations of inverse semigroups by one-to-one partial transformations of a set, Pathological projective planes: associate affine planes, A surprising permanence of old motivations (a not-so-rigid story), Chu spaces from the representational viewpoint, Some properties of the category of integral domains, Large systems of independent objects in concrete categories. I, Full embeddability into categories of generalized algebras, A new product of algebras and a type reduction theorem, Bands with isomorphic endomorphism semigroups, Homomorphisms of Integral Domains of Characteristic Zero, On monoid graphs, Universal topological unary varieties., Gruppenuniversalität und Homogenisierbarkeit
Cites Work