Commuting properties of generalized inverses

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Pseudo core inverses in rings with involution (2016, background): “ law for pseudo core inverse holds under certain conditions and investigate the pseudo core invertibility of the sum of two pseudo core invertible elements. First, we give a crucial lemma. Lemma 4.1. [6] Let a i,b i,c i,y i ∈ R (i = 1,2), and suppose that each a i is (b i,c i)-invertible with (b i,c”
ON ONE-SIDED (B;C)-INVERSES OF ARBITRARY MATRICES (2017, background): “To learn more on this inverse, see [5, 6, 9, 10, 13].”