Stone's representation theorem

Stone's representation theorem

[′stōnz ‚rep·rə·zən′tā·shən ‚thir·əm]
(mathematics)
This theorem determines the nature of all unitary representations of locally compact Abelian groups.
References in periodicals archive ?
1 was proved by using Stone's representation theorem on the complete complex random inner product module S in [10], S must be required to be on C.
Zhang, Stone's representation theorem of a group of random unitary operators on complete complex random inner product modules, Sci.