GD1 and 1GD binary relations on finite potent endomorphisms are characterized via AST decomposition and shown to be partial orders, completing the matrix theory.
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On the binary relations defined using GD1 and 1GD inverses over infinite dimensional vector spaces
GD1 and 1GD binary relations on finite potent endomorphisms are characterized via AST decomposition and shown to be partial orders, completing the matrix theory.