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- W4213162223 abstract "It is shown that if $f(z)$ is entire and satisfies $overline {lim } log M(r,f)/(log r)^2 = sigma < infty$ then for a sequence of $r to infty$ [ m(r,f)/M(r,f) > prod limits _1^infty left ( frac {1 - exp (-(2k - 1)/4sigma )} {1 + exp (-(2k - 1)/4sigma )} right )^2 + o(1).] This proves a long-standing conjecture of P. D. Barry." @default.
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- W4213162223 date "1981-04-01" @default.
- W4213162223 modified "2023-09-28" @default.
- W4213162223 title "The Minimum of Small Entire Functions" @default.
- W4213162223 doi "https://doi.org/10.2307/2044159" @default.
- W4213162223 hasPublicationYear "1981" @default.
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