Introduces non-pointed torsion theories in categories with posetal monocoreflective subcategories that invert monomorphisms, connects them to factorization systems and Galois structures, and provides examples in dual elementary toposes, varieties for non-classical logic, and coslices of Ab.
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Torsion Theories in a Non-pointed Context
Introduces non-pointed torsion theories in categories with posetal monocoreflective subcategories that invert monomorphisms, connects them to factorization systems and Galois structures, and provides examples in dual elementary toposes, varieties for non-classical logic, and coslices of Ab.