SELF MATCHING IN bnαc
نویسنده
چکیده
For an arbitrary real number α with convergents p0 q0 , p1 q1 , p2 q2 , . . . , b(n+ qi)αc − bnαc is equal to pi, and so is independent of n, except at a small specified number of values of n. For fixed n, this relation holds for all or for all except a finite number of values of i.
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