- 10 Let M Be A Subset Of A Hilbert Space H And Let V We H Suppose That V X W X For All X E M Implies V W If 1 (13.26 KiB) Viewed 279 times
10. Let M be a subset of a Hilbert space H, and let v, we H. Suppose that (v, x)=(w, x) for all x e M implies v = w. If
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10. Let M be a subset of a Hilbert space H, and let v, we H. Suppose that (v, x)=(w, x) for all x e M implies v = w. If
10. Let M be a subset of a Hilbert space H, and let v, we H. Suppose that (v, x)=(w, x) for all x e M implies v = w. If this holds for all v, we H, show that M is total in H.