On the Average Radial Increase of a Certain Class of Integral Functions of Order One and Finite Type
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DOI:
https://doi.org/10.18311/jims/1939/17257Abstract
Let z = reiθ = x + iy. We write R(z) = x, I(z) = y. Let f(z) be an integral function and
M (r,f) = max|f(z)|.
We shall say that f(z) is of order one and finite type when
lim log M(r, f)/r < ∞. (1)