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Disambiguation of "Pereira, Fernando M. Lobo"

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Simultaneous Control, Navigation and Target Tracking for Robotic Formations.

, , , and . MFI, page 291-296. IEEE, (2006)

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Gerardine M Pereira

Fernando Leal Sá Pereira

Fernando Augusto Quirós M

Rocque Lobo

Wibke Lobo

 

Other publications of authors with the same name

A Predictive Path-Following Approach for Fixed-Wing Unmanned Aerial Vehicles in Presence of Wind Disturbances., , , and . ROBOT (1), volume 417 of Advances in Intelligent Systems and Computing, page 623-634. Springer, (2015)On the extension of classical calculus of variations and optimal control to problems with discontinuous trajectories., , and . CDC, page 6406-6411. IEEE, (2012)Regular approximations of time-optimal motion for a tracked mobile robot travelling in a vector flow field under restricted state variables*., , , and . CDC, page 6812-6817. IEEE, (2022)A moving path following approach for trajectory optimization of UAVs: An application for target tracking of marine vehicles., , , and . ECC, page 1297-1302. IEEE, (2016)Investigation of a perturbation method to solve essentially non-regular time-optimal control problems with state constraints., , , , , and . ECC, page 849-854. IEEE, (2020)An impulsive framework for the control of hybrid systems., , and . CDC, page 3202-3207. IEEE, (2007)Investigation of second-order optimality conditions for impulsive control problems under the Frobenius condition., , and . CDC, page 126-132. IEEE, (2017)A Framework for the Sustainable Control and Optimization of Resources in Agriculture., , and . CDC, page 2344-2349. IEEE, (2019)Necessary conditions of optimality for state constrained infinite horizon differential inclusions., and . CDC/ECC, page 6717-6722. IEEE, (2011)Investigation of Quasi-Optimal Motion of a Mobile Robot: the Maximum Principle Based Approach., , , and . CoDIT, page 247-252. IEEE, (2020)