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Faà di Bruno Hopf algebra of the output feedback group for multivariable Fliess operators.

, , and . Syst. Control. Lett., (2014)

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Left inversion of analytic nonlinear SISO systems via formal power series methods., , and . Autom., 50 (9): 2381-2388 (2014)Bilinear system interconnections and generating series of weighted Petri nets., , , and . Syst. Control. Lett., 58 (12): 841-848 (2009)Faà di Bruno Hopf algebra of the output feedback group for multivariable Fliess operators., , and . Syst. Control. Lett., (2014)Cascaded analytic nonlinear systems driven by rough paths., , and . CDC, page 1259-1264. IEEE, (2012)On cascades of bilinear systems and generating series of weighted Petri nets., , , and . CDC, page 4115-4120. IEEE, (2008)On the local convergence of Fliess operators driven by L2-Itô random processes., , and . CDC, page 2631-2637. IEEE, (2010)A Faà di Bruno Hopf algebra for a group of Fliess operators with applications to feedback., and . CDC/ECC, page 3848-3854. IEEE, (2011)On Fliess operators driven by L2-Itô random processes., , and . CDC, page 7478-7484. IEEE, (2009)A Group-based Approach for Heterogeneity in Packetized Energy Management., , and . CCTA, page 771-777. IEEE, (2022)Feedback transformation group for nonlinear input-output systems., and . CDC, page 2570-2575. IEEE, (2013)