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minimum-modulus theorem
释义
minimum-modulus theorem
minimum-modulus theorem
[
¦min·ə·məm ′mäj·ə·ləs ‚thir·əm
]
(mathematics)
The theorem that a nonvanishing, complex analytic function in a closed, bounded, simply connected region assumes its minimum absolute value on the boundary of the region.
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lhta
lhtac
lhtc
lhtec
lhtee
lhtes
lhtf
lhth
lh-tl
lhtl
lhtn
lhtp
lhtpl
lhtr
lhts
lhu
lhuc
lhuf
lhug
lhui
l'huilier's equation
l humanite
l humanité
lhumc
lhup
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更新时间:2026/3/1 7:01:55