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4.2

4.2 - Numerical Analysis-4.1 Polynomial Interpolation...

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Numerical Analysis -4.1. Polynomial Interpolation written by Soyoung Ahn, 2010 6 Error in Polynomial Interpolation For       and any given    with ≠       ⋯                ⋯              where and         ⋯    is the smallest interval containing    ⋯  and 4.2. Error in Polynomial Interpolation proof > 다음 두 가지 함수를 생각해보자.           for    ⋯         ⇒     and    이 때,   개의 서로 다른 근을 갖으며, Mean Value TH 에 의해서   개의 서로 다른 근을 가짐을 알 수 있다. 즉,     ⋯  에 대하여 ∃       s t                .
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