Eckhard, D, Bazanella AS.
2011.
On the global convergence of identification of output error models. 18th {IFAC} World congress. :9058–9063., Milan: IFAC
AbstractThe Output Error Method is related to an optimization problem based on a multi-modal criterion. Iterative algorithms like the steepest descent are usually used to look for the global minimum of the criterion. This algorithms can get stuck at a local minimum. This paper presents sufficient conditions about the convergence of the steepest descent algorithm to the global minimum of the cost function. Moreover, it presents constraints to the input spectrum which ensure that the convergence conditions are satisfied. This constraints are convex and can easily be included in an experiment design approach to ensure the convergence of the iterative algorithms to the global minimum of the criterion.
Kmetzsch, L, Joffe LS, Staats CC, de Oliveira DL, Fonseca FL, Cordero RJB, Casadevall A, Nimrichter L, Schrank A, Vainstein MH, Rodrigues ML.
2011.
Role for Golgi reassembly and stacking protein (GRASP) in polysaccharide secretion and fungal virulence. Molecular Microbiology. 81:206–218., Number 1
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Thompson, A, Bianchi O, Amorim CLG, Lemos C, Teixeira SR, Samios D, Giacomelli C, Crespo JS, Machado G.
2011.
Uniaxial compression and stretching deformation of an i-PP/EPDM/organoclay nanocomposite. Polymer. 52:1037-1044., Number 4
Abstractn/a
Campestrini, L, Eckhard D, Gevers M, Bazanella AS.
2011.
Virtual Reference Feedback Tuning for non-minimum phase plants. Automatica. 47:1778–1784., Number 8
AbstractModel reference control design methods fail when the plant has one or more non-minimum phase zeros that are not included in the reference model, leading possibly to an unstable closed loop. This is a very serious problem for data-based control design methods, where the plant is typically unknown. In this paper, we extend the Virtual Reference Feedback Tuning method to non-minimum phase plants. This extension is based on the idea proposed in Lecchini and Gevers (2002) for Iterative Feedback Tuning. We present a simple two-step procedure that can cope with the situation where the unknown plant may or may not have non-minimum phase zeros.
Lindau, LA, Vargas JC, dos Santos PM, Arioli MS, Caleffi F, Werberich B, Alves KR, Canabarro F, Endres A, Linhares L.
2011.
{DESAFIOS} {PARA} {O} {TRANSPORTE} {SUSTENTÁVEL} {EM} {ASSENTAMENTOS} {URBANOS} {INFORMAIS} {PRECÁRIOS}. Anais do 25 {Congresso} {ANPET} 2018.
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Machado, MM, Ducati MBG, Machado MVT.
2011.
{Diffractive heavy quark production in AA collisions at the LHC at NLO}. AIP Conf. Proc.. 1350(
Capua, Marcella, Fiore, Roberto, Ivanov, Igor, Papa, Alessandro, Soffer, Jacques, Tassi, Enrico, Eds.).:136–139., Number 1
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Machado, MVT.
2011.
{Geometric scaling in ultrahigh energy neutrinos and nonlinear perturbative QCD}. Int. J. Mod. Phys. E. 20(
Perez Martinez, Aurora, Vasconcellos, Cesar A. Zen, Hadjimichef, Dimiter, Perez Rojas, Hugo, Horvath, Jorge, Greiner, Walter, Eds.).:189–194.
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