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For nonintegral x, Φ ( x, a, s ) becomes an entire function s.
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Let be an entire function.
Lemma 5.1 Let B an entire function.
Obviously, (omega(lambda)) is an entire function.
Notice that is an entire function of.
where Q z) is an entire function.
Thus, H is an entire function.
such that A is an entire function with ρ (A) < ∞.
such that A is an entire function and ρ (A) < ∞.
Let be an entire function and a positive integer.
This implies that (H z)) is an entire function.
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