Describes properties of generalized inverses of linear transformations, highlighting their geometric aspects.
Summary Generalized inverses of linear transformations must satisfy at least the natural requirement that they are true inverses for appropriately restricted subspaces. There are three other characteristics that may or may not hold independently. The four properties are described in coordinate-free geometrical terms, followed by discussion of dimensionalities and other topics.
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William Kruskal (1975) studied this question.
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