Pages that link to "Item:Q4626534"
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The following pages link to The approximations of a function belonging Hölder class Hα[0,1) by second kind Chebyshev wavelet method and applications in solutions of differential equation (Q4626534):
Displaying 4 items.
- Approximation of a function \(f\) belonging to Lipschitz class by Legendre wavelet method (Q2001768) (← links)
- Approximations of a function whose first and second derivatives belonging to generalized Hölder's class by extended Legendre wavelet method and its applications in solutions of differential equations (Q2047471) (← links)
- Approximation of functions belonging to generalized Hölder's class \(H_{\alpha }^{(\omega )}[0,1)\) by first kind Chebyshev wavelets and its applications in the solution of linear and nonlinear differential equations (Q2657491) (← links)
- LINEAR AND NON-LINEAR WAVELET APPROXIMATIONS OF FUNCTIONS OF LIPSCHITZ CLASS AND RELATED CLASSES USING THE HAAR WAVELET SERIES (Q6054604) (← links)
