On a Refinement of the Gelfand-Raikov Th
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ZoltΓ‘n SasvΓ‘ri
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Article
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1991
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John Wiley and Sons
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English
β 121 KB
Abetrect. I n the present note we give a simple and short proof of the following refinement of the GELFAND-RAIKOV theorem due to M. E. WALTER [2]: Given a locally compact group G and two elements xl, z g E G, neither of which is the identity e of G, then there exists a continuous, imedocible, unitar