irreducible representation of a group

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irreducible representation of a group [‚ir·ə′dü·sə·bəl ‚rep·rə·zən′tā·shən əv ə ′grüp]

(mathematics)

A representation of a group as a family of linear operators of a vector spaceVwhere there is no proper closed subspace ofVinvariant under these operators.

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