Luís F. P. Silva

Publication Activity (10 Years)

Years Active: 2010-2024
Publications (10 Years): 15

Top Topics

Feedback Control

Top Venues

IEEE Trans. Autom. Control.

Publications

Lucas A. L. Oliveira, Valter J. S. Leite, Luís F. P. Silva, Kevin Guelton
Stabilization of polytopic discrete-time varying systems with rate and magnitude saturating actuators and bounded disturbances. J. Frankl. Inst. 361 (10) (2024)
Lucas A. L. Oliveira, Marcus V. C. Barbosa, Luís F. P. Silva, Valter J. S. Leite
Exponential Stabilization of LPV Systems Under Magnitude and Rate Saturating Actuators. IEEE Control. Syst. Lett. 6 (2022)
Carla de Souza, Valter J. S. Leite, Sophie Tarbouriech, Eugênio B. Castelan, Luís F. P. Silva
A Direct Parameter-Error Codesign Approach of Discrete-Time Saturated LPV Systems. IEEE Trans. Autom. Control. 67 (9) (2022)
Luís F. P. Silva, Valter J. S. Leite, Eugênio B. Castelan, Carla de Souza
Regional input-to-state stabilization of fuzzy state-delayed discrete-time systems with saturating actuators. Inf. Sci. 557 (2021)
Lucas A. L. Oliveira, Marcus V. C. Barbosa, Luís F. P. Silva, Valter J. S. Leite
Regional polyquadratic stabilization of discrete-time LPV systems under magnitude and rate saturating actuators. ACC (2021)
Michelle F. F. Castro, Alexandre Seuret, Valter J. S. Leite, Luís F. P. Silva
Robust local stabilization of discrete time-varying delayed state systems under saturating actuators. Autom. 122 (2020)
Luís F. P. Silva, Valter J. S. Leite, Eugênio B. Castelan, Michael Klug, Kevin Guelton
Local stabilization of nonlinear discrete-time systems with time-varying delay in the states and saturating actuators. Inf. Sci. 518 (2020)
Adriano N. D. Lopes, Valter J. S. Leite, Luís F. P. Silva, Kevin Guelton
Anti-windup TS Fuzzy PI-like Control for Discrete-Time Nonlinear Systems with Saturated Actuators. Int. J. Fuzzy Syst. 22 (1) (2020)
Carla de Souza, Valter J. S. Leite, Luís F. P. Silva, Eugênio B. Castelan
ISS Robust Stabilization of State-Delayed Discrete-Time Systems With Bounded Delay Variation and Saturating Actuators. IEEE Trans. Autom. Control. 64 (9) (2019)
Michael Klug, Luís F. P. Silva
Modeling and control of nonlinear systems using an interactive software: A T-S fuzzy approach. FUZZ-IEEE (2019)
Adriano N. D. Lopes, Valter J. S. Leite, Luís F. P. Silva
On the integral action of discrete-time fuzzy TS control under saturated actuator. FUZZ-IEEE (2018)
Michael Klug, Luís F. P. Silva
Dynamic Compensators for Nonlinear Systems Using T-S Fuzzy Models: A Comparative Study and HIL Implementation. ACC (2018)
Luís F. P. Silva, Valter J. S. Leite, Eugênio B. Castelan
Local stabilization of T-S fuzzy discrete-time systems with time-varying delay in the states and saturating actuators. ACC (2018)
Luís F. P. Silva, Valter J. S. Leite, Eugênio B. Castelan, Adriano N. D. Lopes
Stability and controller design for T-S fuzzy discrete-time systems with time-varying delay in the state. FUZZ-IEEE (2018)
Luís F. P. Silva, Eugênio B. Castelan, Valter J. S. Leite
Local ℓ2-stabilization of nonlinear discrete-time systems with delayed states through T-S fuzzy models. ACC (2016)
Michael Klug, Eugênio B. Castelan, Valter J. S. Leite, Luís F. P. Silva
Fuzzy dynamic output feedback control through nonlinear Takagi-Sugeno models. Fuzzy Sets Syst. 263 (2015)
Luís F. P. Silva, Valter J. S. Leite, Eugênio B. Castelan, Gang Feng
Delay-dependent local stabilization of nonlinear discrete-time system using T-S models through convex optimization. FUZZ-IEEE (2014)
Marlon H. Teixeira, Valter J. S. Leite, Luís F. P. Silva, Eduardo N. Gonçalves
Revisiting the problem of robust H∞ control with regional pole location of uncertain discrete-time systems with delayed states. CDC (2013)
Valter J. S. Leite, Marcio Fantini Miranda, Luís F. P. Silva, Eugênio B. Castelan
Robust non-fragile ℋ∞ control with regional pole location of discrete-time systems with multiple delays in the state. CDC/ECC (2011)
Luís F. P. Silva, Valter J. S. Leite, Marcio Fantini Miranda, Erivelton G. Nepomuceno
Robust D-stabilization with minimization of the '∞-guaranteed cost for uncertain discrete-time systems with multiple delays in the state. CDC (2010)