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Let  k  be commutative artinian ring andbe an Ext-finite, Krull-Schmidt  n -exangulated category. We define two additive subcategoriesandofin terms of the representation functors from the stable category ofto  k -modules. Moreover, we introduce two quasi-inverse functorsand. Furthermore, we investigate the subcategoriesandin terms of morphisms determined by objects, and then give equivalent characterizations for the existence of Auslander-Reiten  n -exangles.

Auslander-Reiten n -exangles and morphisms determined by objects in n -exangulated categories