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Then X is regular on 3Sm; so $ D 9Sm. If ƒ e 2Bm — 53m, either there is a & > 0 such that B is of finite measure and JBf exists or not; if there is no such b, \f\ dominates a function with this property. Hence there is a function fo(y), zero if y is not in B, such that fBfo exists and fBfof does not. Then there is an 5 < 1 such that / s dominates f0 but fofs< 00. Hence there is an x such that Ux(f) does not exist; so

Bounded self-adjoint operators and the problem of moments