complete system of representations

complete system of representations

[kəm¦plēt ¦sis·təm əv ‚rep·ri·zen′tā·shənz]
(mathematics)
A set of representations of a group by matrices (or operators) such that, for any member of the group other than the identity, there is at least one representation for which this member does not correspond to the identity matrix (or the identity operator).
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