The Taylor remainder is the difference between a function and a finite Taylor polynomial. Bounds on higher derivatives or their Hölder continuity control this error.
Ancestors (7)
Incoming links (42)
- Asymptotic analysis
- Dual norm as a worst-case linear error bound
- Euler method
- Gâteaux derivative
- Hölder-Taylor remainder bound
- Integrated second-order kernel bias bound
- Jump response of a localized analyzing function
- Lagrange remainder
- Local quadratic convergence of Newton iteration
- Log-cosh energy on a Sobolev space
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- Quadratic Newton error bound in a Banach space
- Radius of a Maclaurin series from successive derivatives
- Second derivative
- Taylor polynomial
- Taylor series
- Taylor's theorem
- Vanishing moment
- Vanishing moments and Fourier zeros
- Wavelet polynomial annihilation
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