Pages that link to "Item:Q3991391"
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The following pages link to Polynomial spline signal approximations: filter design and asymptotic equivalence with Shannon's sampling theorem (Q3991391):
Displaying 12 items.
- Adaptive image interpolation by cardinal splines in piecewise constant tension (Q694161) (← links)
- Iterative methods based on spline approximations to detect discontinuities from Fourier data (Q989135) (← links)
- Continuous time domain properties of causal cubic splines (Q1032420) (← links)
- Cardinal spline filters: Stability and convergence to the ideal sinc interpolator (Q1199015) (← links)
- Polynomial filtering approach to reconstruction and noise reduction of nonuniformly sampled signals. (Q1566663) (← links)
- Bivariate splines on hexagonal lattice for digital image processing (Q1612365) (← links)
- Non-additive interval-valued F-transform (Q1677623) (← links)
- Shortest-support multi-spline bases for generalized sampling (Q2029672) (← links)
- A survey of optimal polynomial approximants, applications to digital filter design, and related open problems (Q2040243) (← links)
- Schoenberg's polynomial \(B\)-splines of odd degrees: a brief review of application (Q2838929) (← links)
- Tight frames, partial isometries, and signal reconstruction (Q4982035) (← links)
- Local and global phaseless sampling in real spline spaces (Q4992236) (← links)
