Pages that link to "Item:Q4849388"
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The following pages link to An efficient weighted least-squares design of linear-phase nonrecursive filters (Q4849388):
Displaying 10 items.
- Improved computing-efficiency least-squares algorithm with application to all-pass filter design (Q460114) (← links)
- An \(L_{1}\) design of GCF compensation filter (Q548882) (← links)
- Low-pass filter design using locally weighted polynomial regression and discrete prolate spheroidal sequences (Q607202) (← links)
- Design approximation problems for linear-phase nonrecursive digital filters (Q696890) (← links)
- A unified and efficient least-squares design of linear-phase nonrecursive filters (Q1319660) (← links)
- Computationally efficient weighted least-squares design of FIR filters satisfying prescribed magnitude and phase specifications (Q1391200) (← links)
- Linear-phase quadrature mirror filters with coefficients \(-1\), \(0\) and \(+1\) (Q1392120) (← links)
- Design of FIR filters with reduced computations (Q1824601) (← links)
- Weighted mean squared error criterion with fixed-level modification for linear-phase FIR filter design (Q2563550) (← links)
- Enhanced Widely Linear Filtering to Make Quasi-Rectilinear Signals Almost Equivalent to Rectilinear Ones for SAIC/MAIC (Q4621656) (← links)
