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Minimax Polynomial Approximation of e^{-x} by Laxmicharan Samineni is a document available to read on EtoBox.
What is Minimax Polynomial Approximation of e^{-x} about?
The document discusses approximation theory and minimizing approximation error when approximating functions with polynomials. It introduces minimax polynomials, which are polynomials of degree n that minimize the maximum approximation error over an interval for a given function. The document also discusses Chebyshev polynomials, which have optimal properties for approximation. Chebyshev polynomials provide interpolation points that yield near-minimax approximations and can be used to reduce the degree of an
- Author
- Laxmicharan Samineni
- Language
- EN