Is the dual category of an Abelian category also an Abelian category?

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Is the dual category of an Abelian category also an Abelian category?

In an Abelian category, does it have coproduct of any pair of objects?

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Yes to both questions.

  1. The axioms of abelian category are self dual.

  2. An abelian category is in particular additive category, which admits binary products/coproducts.