Pages that link to "Item:Q3743202"
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The following pages link to Synthesis of 2-D state-space fixed-point digital-filter structures with minimum roundoff noise (Q3743202):
Displaying 18 items.
- State-space formulation of 2-D frequency transformation in Fornasini-Marchesini second model (Q784537) (← links)
- Design for 2-D error feedback networks with identical coefficient sets (Q878237) (← links)
- On normal realizations of digital filters with minimum roundoff noise gain (Q1005789) (← links)
- Approximation and minimum roundoff noise synthesis of 3-D separable- denominator recursive digital filters (Q1097225) (← links)
- Optimal synthesis of multidimensional state-space digital filters: A general analysis (Q1187955) (← links)
- Synthesis of 3-D separable-denominator state-space digital filters with minimum \(L_2\)-sensitivity (Q1430203) (← links)
- Implementation of 2-D pseudo-rotated digital filters using a forward lattice structure (Q1911479) (← links)
- Synthesis of 2-D separable-denominator digital filters with low sensitivity (Q2366281) (← links)
- Separate/joint optimization of error feedback and realization for roundoff noise minimization in a class of 2-D state-space digital filters (Q2481622) (← links)
- Subspace algorithms for identifying separable-in-denominator 2D systems with deterministic–stochastic inputs (Q2979578) (← links)
- Synthesis of two-dimensional IIR digital filters with desired spatial domain specifications and no overflow oscillations (Q3153797) (← links)
- Balanced approximation of two-dimensional and delay-differential systems (Q3783887) (← links)
- Design of fixed point state space digital filters with low round‐off noise (Q4293391) (← links)
- L/sub 2/-sensitivity minimization of one- and two-dimensional state-space digital filters subject to L/sub 2/-scaling constraints (Q4587802) (← links)
- An Efficient State-Space Realization With Minimum Roundoff Noise Gain (Q4590341) (← links)
- 2-D state-space digital filters with fewer multipliers (Q4724507) (← links)
- Minimal state space realization for all-pole and all-zero lattice discrete 2D filters (Q4795904) (← links)
- An error analysis for 2-D block implemented digital filters (Q5187162) (← links)
