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When we can freely "chose" pointsanywhere then we can optimally place them...thus we get the Gaussian Quadrature formulas.
My question is what is the Degree of Precision for Gaussian Quadrature scheme?
that usespoints (n sub intervals)?
Attachment 20120
and
denote the Gaussian quad points...
Well I seemed to have answered my own question with a little research and some quick proof (sloppy).
But basically if u are give n points then you will have a degree of accuracy of
I basically took a comparison of points version there accuracy and realized that the pattern was two times the number of points minus one....
See Link for more detail....
http://s3.amazonaws.com/cramster-res...77_n_22315.pdf
If this is wrong please let me know thanks!
