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[SPAM] [obm-l] análise complexa
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- Subject: [SPAM] [obm-l] análise complexa
- From: "Kleber Bastos" <kleber09@xxxxxxxxx>
- Date: Fri, 7 Dec 2007 11:36:35 -0200
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Seja f: U --> C ( complexos ) uma fun=E7=E3o holomorfa, onde U =E9 um
dom=EDnio.Suponha que exista um ponto (a) pertencente a U tal que
|f(a)|<=3D|f(z)| para todo ponto z pertencente a U. Mostre que , ou bem
f(a)=3D0, ou bem f =E9 uma fun=E7=E3o constante.
--=20
Kleber B. Bastos
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<div>Seja f: U --> C ( complexos ) uma fun=E7=E3o holomorfa, onde U =E9 =
um dom=EDnio.Suponha que exista um ponto (a) pertencente a U tal que </div>
<div>|f(a)|<=3D|f(z)| para todo ponto z pertencente a U. Mostre que , ou=
bem f(a)=3D0, ou bem f =E9 uma fun=E7=E3o constante.<br clear=3D"all"><br>=
-- <br>Kleber B. Bastos </div>
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