Pages that link to "Item:Q1325694"
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The following pages link to Design of 2D FIR digital filters with flatness constraints for the error function (Q1325694):
Displaying 12 items.
- Approximation of 2-D analog and digital transfer functions using doubly terminated cascade-separable network properties (Q794599) (← links)
- Design for 2-D error feedback networks with identical coefficient sets (Q878237) (← links)
- On the approximation of the magnitude response of two-dimensional IIR digital filters using linear programming (Q1092860) (← links)
- Discrete simulation of linear multidimensional continuous systems (Q1316207) (← links)
- Design of 2D FIR digital filters with flatness constraints for the error function (Q1325694) (← links)
- Design of FIR digital filters with flatness constraints for the error function (Q1325695) (← links)
- Design rules for rectangular 2-D FIR low-pass filters (Q1349847) (← links)
- Linear phase FIR approximation of magnitude response \(|1/\omega|\) for maximal flatness at an arbitrary frequency \(\omega_0\), \(0< \omega_0<\pi\) (Q1970906) (← links)
- Design of smallest size two-dimensional linear-phase FIR filters with magnitude error constraint (Q2481620) (← links)
- Non-iterative 2D rational approximation (Q3481607) (← links)
- An error analysis for 2-D block implemented digital filters (Q5187162) (← links)
- Large-Scale Scientific Computing (Q5426165) (← links)
