reducible transformation

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reducible transformation [ri¦düs·ə·bəl ‚tranz·fər′mā·shən]

(mathematics)

A linear transformationTon a vector spaceVthat can be completely specified by describing its effect on two subspaces,MandN, that are each transformed into themselves byTand are such that any vector ofVcan be uniquely represented as the sum of a vector ofMand a vector ofN.

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