Pages that link to "Item:Q733304"
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The following pages link to Impulse invariance-based method for the computation of fractional integral of order \(0<\alpha <1\) (Q733304):
Displaying 16 items.
- On digital realizations of non-integer order filters (Q318548) (← links)
- On distributed order integrator/differentiator (Q548868) (← links)
- Arbitrary real-order cost functions for signals and systems (Q612614) (← links)
- Studies on fractional order differentiators and integrators: a survey (Q612616) (← links)
- Analytical impulse response of a fractional second order filter and its impulse response invariant discretization (Q612635) (← links)
- Discretization algorithm for fractional order integral by Haar wavelet approximation (Q654663) (← links)
- Improved digital rational approximation of the operator \(S^\alpha\) using second-order s-to-z transform and signal modeling (Q736879) (← links)
- Computation of fractional order derivative and integral via power series expansion and signal modelling (Q840221) (← links)
- Fundamental properties of the fractional-order discrete-time integrator (Q948278) (← links)
- Design of FIR and IIR fractional order simpson digital integrators (Q970772) (← links)
- Time domain design of fractional differintegrators using least-squares (Q1031325) (← links)
- Generalized fractional-order discrete-time integrator (Q1674894) (← links)
- Evaluation of fractional order of the discrete integrator. II (Q2197305) (← links)
- Fractional-order value identification of the discrete integrator from a noised signal. I (Q2328602) (← links)
- Digital IIR integrator design using recursive Romberg integration rule and fractional sample delay (Q2377731) (← links)
- Adaptive Internal Model Control with fractional order parameter (Q3064026) (← links)
