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By Theorem 2.1 and Condition 2 of the present example, the purity of every morphism is equivalent to the fact that every morphism of finite sets factors as a split epimorphism
lattices’ determined by the constructively completely distributive (CCD) lattices is equivalent to the idempotent splitting completion of the bicategory of sets and rela- tions..
Its results are descent theorems that are of the form: “The category of B -structures is canonically equivalent to the category of descent data of E -structures”, usually supplied
Keywords and Phrases: Stein manifolds; bounded domains of holo- morphy; proper actions; quotient by a discrete group.. If the group G is compact, both questions have a positive
Recent tax reforms in the OECD area have aimed at reducing the progressivity of labour income taxation by reducing marginal taxes for given average taxes. Theory has shown that
Without loss of generality, we can assume that a regular epimorphism is a quotient functor of the principal congruence generated by a relation defined on single morphisms only..
The question in educational research that is often posed is ``why is this important in a real world context?'' Unfortunately, in issues of cheating and dishonest behavior,
With a high degree of profile stability (soil types numbers 1, 2 and 4), the water table depth is linked to drain depth, and the unstable layer occurs below 0.60 m.. At the
