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This framework results as natural multivariable extensions of the classical Bode frequency domain techniques.
Unified theory and applications of the multivariable extensions of the celebrated higher transcendental (Ψ- and H-) functions of Charles Fox (1897-1977) and Edward Maitland Wright (1906-2005), alsoalsofof the Mittag-Leffler E-functions named after Gustav Mittag-Leffler (1846-1927).
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Specifically, a multivariable extension of the method is derived and discussed in detail as far as the stability control application is concerned.
Modeling is centered on system identification of unsteady aerodynamic loads using computational fluid dynamics data, and adopts a nonlinear multivariable extension of the Hammerstein-Wiener system.
Recently, in [6], the multivariable extension of the Srivastava polynomials in r-variable was introduced (4).
Recently, Chan [32] introduced and systematically investigated the multivariable extension of the classical Lagrange polynomials g n ( x, y ).
The EHR is calculated from excess mortality modelling, a multivariable extension of relative survival, while controlling for the effects of other covariables.
We are currently in the process of evaluating a multivariable extension of the C index maximization approach, including a comparison with this method.
The papers of Bottaro et al. (2005, 2008) are precursors to the paper of Asai et al. (2009) and the paper of Suzuki et al. (2012) is a multivariable extension.
In this paper, we establish multivariable sum inequalities for the extensions of Hilbert's inequality and also obtain their integral forms.
The basic theme is to develop extensions of classical feedback theory from scalar to multivariable systems, and the obstacle is the fact that multivariable systems may possess properties having no scalar analogue.
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