Ẹ wo àmì-ọ̀rọ̀ fún Sendov's conjecture

Ní ìmọ̀ ìṣirò, '''Sendov's conjecture''', nígbàmíràn wọ́n má a ń pèé ní '''Ilieff's conjecture''', nííṣe pẹ̀lú ibi tí àwọn root àti àwọn ojú ibi iṣẹ́ polynomial ti complex variable. Wọ́n sọọ́ lórúkọ Blagovest Sendov.

Conjection yìí sọ pé fún polynomial
: <math> f(z) = (z - r_1)\cdots (z-r_n),\qquad (n\ge 2) </math>
pẹ̀lú gbogbo àwọn  ''r''<sub>1</sub>,&nbsp;...,&nbsp;''r''<sub>''n''</sub> inú unit disk |''z''|&nbsp;≤&nbsp;1, 
ìkànkan àwọn n root tí ìjìnasí wọn kò ju ẹyọ kan lati ojú kan.

== Àwọn ìtọ́kasí ==
* G. Schmeisser, "The Conjectures of Sendov and Smale," ''Approximation Theory: A Volume Dedicated to Blagovest Sendov'' (B. Bojoanov, ed.), Sofia: DARBA, 2002 pp.&nbsp;353–369.

== Àwọn ìjápọ̀ látìta ==
* [http://demonstrations.wolfram.com/SendovsConjecture/ Sendov's Conjecture] by Bruce Torrence with contributions from Paul Abbott at The Wolfram Demonstrations Project

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