David C. Newell
Abstract
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We show that if $\mathcal {S}$ is a cocontinuous triple on a full reflective subcategory of a functor category then the category of $\mathcal {S}$-algebras is again a full reflective subcategory of a functor category.
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We show that if $\mathcal {S}$ is a cocontinuous triple on a full reflective subcategory of a functor category then the category of $\mathcal {S}$-algebras is again a full reflective subcategory of a functor category.
Key concepts: Subcategory, Functor, Mathematics, Functor category, Pure mathematics