summary:It is shown that every concretizable category can be fully embedded into the category of accessible set functors and natural transformations
At the heart of this short introduction to category theory is the idea of a universal property, impo...
At the heart of this short introduction to category theory is the idea of a universal property, impo...
summary:For categories with equalizers the concepts ``accessible'' and ``axiomatizable'' are equival...
summary:It is shown that every concretizable category can be fully embedded into the category of acc...
summary:It is shown that every concretizable category can be fully embedded into the category of acc...
Category theory unifies and formalizes the mathematical structure and concepts in a way that various...
Category theory unifies and formalizes the mathematical structure and concepts in a way that various...
Category theory unifies and formalizes the mathematical structure and concepts in a way that various...
summary:A concrete category $\Bbb K$ is (algebraically) {\it universal\/} if any category of algebra...
summary:A concrete category $\Bbb K$ is (algebraically) {\it universal\/} if any category of algebra...
AbstractFor a suitable collection D of small categories, we define the D-accessible categories, gene...
The aim of this thesis is to further develop the theory of accessible categories in the enriched con...
The aim of this thesis is to further develop the theory of accessible categories in the enriched con...
We explore the possibility and some potential payoffs of using the theory of accessible categories i...
AbstractA category is said to be alg-universal if every category of universal algebras can be fully ...
At the heart of this short introduction to category theory is the idea of a universal property, impo...
At the heart of this short introduction to category theory is the idea of a universal property, impo...
summary:For categories with equalizers the concepts ``accessible'' and ``axiomatizable'' are equival...
summary:It is shown that every concretizable category can be fully embedded into the category of acc...
summary:It is shown that every concretizable category can be fully embedded into the category of acc...
Category theory unifies and formalizes the mathematical structure and concepts in a way that various...
Category theory unifies and formalizes the mathematical structure and concepts in a way that various...
Category theory unifies and formalizes the mathematical structure and concepts in a way that various...
summary:A concrete category $\Bbb K$ is (algebraically) {\it universal\/} if any category of algebra...
summary:A concrete category $\Bbb K$ is (algebraically) {\it universal\/} if any category of algebra...
AbstractFor a suitable collection D of small categories, we define the D-accessible categories, gene...
The aim of this thesis is to further develop the theory of accessible categories in the enriched con...
The aim of this thesis is to further develop the theory of accessible categories in the enriched con...
We explore the possibility and some potential payoffs of using the theory of accessible categories i...
AbstractA category is said to be alg-universal if every category of universal algebras can be fully ...
At the heart of this short introduction to category theory is the idea of a universal property, impo...
At the heart of this short introduction to category theory is the idea of a universal property, impo...
summary:For categories with equalizers the concepts ``accessible'' and ``axiomatizable'' are equival...
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