Working with Lagrange polynomials part1(Artificial Intelligence)
Approximation error of the Lagrange reconstructing polynomial(arXiv) Author : G. A. Gerolymos Abstract : The reconstruction approach [Shu C.W.: {\em SIAM Rev.} {\bf 51} (2009) 82–126] for the numerical approximation of f′(x) is based on the construction of a dual function h(x) whose sliding averages over the interval [x−12Δx,x+12Δx] are…
Working with Lagrange polynomials part1(Artificial Intelligence) Approximation error of the Lagrange reconstructing polynomial(arXiv) Author : G. A. Gerolymos Abstract : The reconstruction approach [Shu C.W.: {\em SIAM Rev.} {\bf 51} (2009) 82–126] for the numerical approximation of f′(x) is based on the construction of a dual function h(x) whose sliding averages over the interval [x−12Δx,x+12Δx] are… deep-learning
Working Lagrange polynomial part1Artificial Intelligence Approximation error Lagrange reconstructing polynomialarXiv Author G Gerolymos Abstract reconstruction approach Shu CW em SIAM Rev bf 51 2009 82–126 numerical approximation f′x based construction dual function hx whose sliding average interval x−12Δxx12Δx are… deeplearning