AbstractIf B(z) is an absolutely convergent power series on the unit disk, the requirements for the reciprocal of B to also be absolutely convergent on the unit disc are well known. These requirements are that B does not vanish on the unit disc. This paper gives an alternate characterization of the corresponding theorem in two-variables along with a new proof
2Recursive polynomial filters require a much lower number of coefficients with respect to nonrecursi...
AbstractWe study the dependence on initial conditions of two recursive filters for cleaning a contam...
This letter explains the oscillatory behaviours exhibited in a second-order digital filter with satu...
AbstractIf B(z) is an absolutely convergent power series on the unit disk, the requirements for the ...
An algorithm is presented for stability testing of 2-D recursive digital filters. The algorithm is b...
Many real nonlinear systems are characterized by an infinite input signal memory. In such conditions...
Abstract: A new criterion is derived that relates the stability of two-dimensional recursive filters...
AbstractThe paper discusses a numerical algorithm for obtaining rational approximations to a given c...
In this paper we describe a sufficient stability condition for a p-th order recursive Volterra filte...
A simple numerical algorithm is proposed for stability testing of 2-D recursive digital filters. It ...
Digital filter design is to approximate a desired frequency response with a model of transfer functi...
Teilor's coefficients of meromorphic and algebraic functions are investigated in the paper aiming at...
The authors demonstrate some proofs of zero-input overflow-oscillation suppression in recursive digi...
A theorem is presented which has applications in the numerical computation of fixed points of recurs...
This correspondence derives a sufficient time-varying bound on the maximum variation of the coeffici...
2Recursive polynomial filters require a much lower number of coefficients with respect to nonrecursi...
AbstractWe study the dependence on initial conditions of two recursive filters for cleaning a contam...
This letter explains the oscillatory behaviours exhibited in a second-order digital filter with satu...
AbstractIf B(z) is an absolutely convergent power series on the unit disk, the requirements for the ...
An algorithm is presented for stability testing of 2-D recursive digital filters. The algorithm is b...
Many real nonlinear systems are characterized by an infinite input signal memory. In such conditions...
Abstract: A new criterion is derived that relates the stability of two-dimensional recursive filters...
AbstractThe paper discusses a numerical algorithm for obtaining rational approximations to a given c...
In this paper we describe a sufficient stability condition for a p-th order recursive Volterra filte...
A simple numerical algorithm is proposed for stability testing of 2-D recursive digital filters. It ...
Digital filter design is to approximate a desired frequency response with a model of transfer functi...
Teilor's coefficients of meromorphic and algebraic functions are investigated in the paper aiming at...
The authors demonstrate some proofs of zero-input overflow-oscillation suppression in recursive digi...
A theorem is presented which has applications in the numerical computation of fixed points of recurs...
This correspondence derives a sufficient time-varying bound on the maximum variation of the coeffici...
2Recursive polynomial filters require a much lower number of coefficients with respect to nonrecursi...
AbstractWe study the dependence on initial conditions of two recursive filters for cleaning a contam...
This letter explains the oscillatory behaviours exhibited in a second-order digital filter with satu...
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