Márcio Júnior Lacerda
Cited by
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Robust H2 and H∞ filter design for uncertain linear systems via LMIs and polynomial matrices
MJ Lacerda, RCLF Oliveira, PLD Peres
Signal Processing 91 (5), 1115-1122, 2011
A new approach to handle additive and multiplicative uncertainties in the measurement for LPV filtering
MJ Lacerda, ES Tognetti, RCLF Oliveira, PLD Peres
International Journal of Systems Science 47 (5), 1042-1053, 2016
Stability and stabilization for LPV systems based on Lyapunov functions with non-monotonic terms
MLC Peixoto, PSP Pessim, MJ Lacerda, RM Palhares
Journal of the Franklin Institute 357 (11), 6595-6614, 2020
Stability of uncertain systems using Lyapunov functions with non-monotonic terms
MJ Lacerda, P Seiler
Automatica 82, 187-193, 2017
Computation of the largest positive Lyapunov exponent using rounding mode and recursive least square algorithm
MLC Peixoto, EG Nepomuceno, SAM Martins, MJ Lacerda
Chaos, Solitons & Fractals 112, 36-43, 2018
Robust H2 and H∞ memory filter design for linear uncertain discrete-time delay systems
L Frezzatto, MJ Lacerda, RCLF Oliveira, PLD Peres
Signal Processing 117, 322-332, 2015
A Survey of the Individual-Based Model applied in Biomedical and Epidemiology
EG Nepomuceno, DF Resende, MJ Lacerda
arXiv preprint arXiv:1902.02784, 2019
Robustness Analysis of Uncertain Discrete-Time Systems with Dissipation Inequalities and Integral Quadratic Constraints
B Hu, MJ Lacerda, P Seiler
International Journal of Robust and Nonlinear Control, 2016
On discrete‐time LPV control using delayed Lyapunov functions
MLC Peixoto, MJ Lacerda, RM Palhares
Asian Journal of Control 23 (5), 2359-2369, 2021
Delay-dependent robust H∞ filter design for state-delayed discrete-time linear systems via homogeneous polynomial matrices
MJ Lacerda, VJS Leite, RCLF Oliveira, PLD Peres
IET Control Theory & Applications 7 (1), 125-135, 2013
H∞ Parameter-Dependent Filter Design for Arbitrarily Time-Varying LPV Systems⋆
MJ Lacerda, RCLF Oliveira, PLD Peres
Proceedings of the 18th World Congress, 7927-7932, 2011
Interval predictor models for data with measurement uncertainty
MJ Lacerda, LG Crespo
2017 American Control Conference (ACC), 1487-1492, 2017
ℋ2 and ℋ∞ filter design for polytopic continuous‐time Markov jump linear systems with uncertain transition rates
CF Morais, MF Braga, MJ Lacerda, RCLF Oliveira, PLD Peres
International Journal of Adaptive Control and Signal Processing 29 (10 …, 2015
On the Use of Interval Extensions to Estimate the Largest Lyapunov Exponent from Chaotic Data
EG Nepomuceno, SAM Martins, MJ Lacerda, EMAM Mendes
Mathematical Problems in Engineering 2018, 2018
Static output-feedback control for Cyber-physical LPV systems under DoS attacks
PSP Pessim, MLC Peixoto, RM Palhares, MJ Lacerda
Information Sciences 563, 241-255, 2021
State-Feedback Control for Cyber-Physical LPV Systems Under DoS Attacks
PSP Pessim, MJ Lacerda
IEEE Control Systems Letters 5 (3), 1043-1048, 2021
Robust performance for uncertain systems via Lyapunov functions with higher order terms
PSP Pessim, VJS Leite, MJ Lacerda
Journal of the Franklin Institute 356 (5), 3072-3089, 2019
Observer-based state-feedback control design for LPV periodic discrete-time systems
CM Agulhari, MJ Lacerda
European Journal of Control 49, 1-14, 2019
ℋ∞ filter design for nonlinear polynomial systems
MJ Lacerda, S Tarbouriech, G Garcia, PLD Peres
Systems & Control Letters 70, 77-84, 2014
Parameter-Dependent Lyapunov Functions for Robust Performance of Uncertain Systems
PSP Pessim, MJ Lacerda, CM Agulhari
IFAC-PapersOnLine 51 (25), 293-298, 2018
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