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    On Algebraic and More General Categories Whose Split Epimorphisms Have Underlying Product Projections
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    On Algebraic and More General Categories Whose Split Epimorphisms Have Underlying Product Projections
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    We characterize those varieties of universal algebras where every split epimorphism considered as a map of sets is a product projection. In addition we obtain new characterization...
    James Richard Andrew Gray, N. Martins-Ferreira
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