ABSTRACT
We next incorporate an additional function g and corresponding condition which enables us to obtain the following extension of Theorem 5.5a,
(5.5-6)
(5.5-7)
(5.5-8)
Proof Since -r < (n + 1)/2, from (5.5-6) we deduce that g'(z)::;:. 0 and from (5.5-7) we deduce that M > 0. If we let P(z) = f(z)/[ zg'(z)] and Q(z) = P(z)- 1, then P e .)/[1, n], Q e .JI[O, n] and we can write
This enables us to write (5.5-8) in the form
