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MATH 317 - Coggle Diagram
MATH 317
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Ch3. Interpolation
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Given a set of datapoints, \( \{( x_i, y_i) \}^n_{i=0} \) find a function f such that \(f_n(x_i) = y_i \) for 0< i < n
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Hermite Interpolation
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Require the interpolant also satisfy first derivative conditions (x, y, z), where z = f'(x)
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