Pages that link to "Item:Q989135"
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The following pages link to Iterative methods based on spline approximations to detect discontinuities from Fourier data (Q989135):
Displaying 11 items.
- Detecting discontinuity points from spectral data with the quotient-difference (qd) algorithm (Q765294) (← links)
- Local approximation on surfaces with discontinuities, given limited order Fourier coefficients (Q932742) (← links)
- Accurate discontinuity detection using limited resolution information (Q970419) (← links)
- Local spline approximation of discontinuous functions and location of discontinuities, given low-order Fourier coefficient information. (Q1426817) (← links)
- Spline fitting discontinuous functions given just a few Fourier coefficients (Q1893535) (← links)
- Analysis of the results of a computing experiment to restore the discontinuous functions of two variables using projections. II (Q2132088) (← links)
- Peaks and jumps reconstruction with \(B\)-splines scaling functions (Q2253075) (← links)
- Detecting derivative discontinuity locations in piecewise continuous functions from Fourier spectral data (Q2463444) (← links)
- Inf-convolution spline pour l'approximation de données discontinues (Q3472609) (← links)
- Accurate Reconstructions of Functions of Finite Regularity from Truncated Fourier Series Expansions (Q4846013) (← links)
- An application of numerical differentiation formulas to discontinuity curve detection from irregularly sampled data (Q5116768) (← links)
