printable pdf
比利时vs摩洛哥足彩 ,
university of california san diego

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math 295 - mathematics colloquium

j. milne anderson

university college, london university

the logarithmic derivative of a polynomial 

abstract:

if $q_n(z)$ is a polynomial of degree $n$ and $p > 0$, then estimates for the size of the set where the logarithmic derivative $q'(z)/q(z)$ has modulus greater than p are given in terms of $p$ and $n$. these estimates are shown to be essentially the best possible. this is joint work with v. ya. eiderman.

host: james bunch

january 22, 2009

3:00 pm

ap&m 6402

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