Suppose f(x) = N,(h) + a,h + a,h² + azh³ + -- The value of N,(h) using Richardson's extrapolation is O N2 (h)=(4N1(h/2)-N1 (h))/3 with error of order 0(h^2) N2 (h)=2N1 (h/2)-N1 (h) with error of order...

Suppose f(x) = N,(h) + a,h + a,h² + azh³ + --<br>The value of N,(h) using Richardson's extrapolation is<br>O N2 (h)=(4N1(h/2)-N1 (h))/3 with error of order 0(h^2)<br>N2 (h)=2N1 (h/2)-N1 (h) with error of order O(h)<br>O N2 (M)=(4NT(h/2)-N1 (h))/3 with error of order 0(h^4 )<br>ON2 (n)=2NI (h/2)-N1 (h) with error of order O(h^2)<br>

Extracted text: Suppose f(x) = N,(h) + a,h + a,h² + azh³ + -- The value of N,(h) using Richardson's extrapolation is O N2 (h)=(4N1(h/2)-N1 (h))/3 with error of order 0(h^2) N2 (h)=2N1 (h/2)-N1 (h) with error of order O(h) O N2 (M)=(4NT(h/2)-N1 (h))/3 with error of order 0(h^4 ) ON2 (n)=2NI (h/2)-N1 (h) with error of order O(h^2)

Jun 04, 2022

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Suppose f(x) = N,(h) + a,h + a,h² + azh³ + -- The value of N,(h) using Richardson's extrapolation is O N2 (h)=(4N1(h/2)-N1 (h))/3 with error of order 0(h^2) N2 (h)=2N1 (h/2)-N1 (h) with error of order...

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