ABSTRACT
It is clear that μι + . . . + μη = n(n — l)/2 . For definiteness, we assume that Mfc - μι Φ sn (s = 0,=Ы, ± 2 ,...) ; Re μι < < џк ф 0 ,1 , . . . , n - 3 (the other cases require minor modifications). Let θη = η — 1 — R e ^ n — μχ). Denote qoj(x) = qj{x) for X > 1, and qoj(x) = qj(x)xmin^ n~^0^ for x < 1 and assume that Çoj(z) Є jC(0, oo), j = 0,n - 2.
