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1
Stabilization of Reaction Diffusion Equations With State Delay Using Boundary Control Input
Stabilization of Reaction Diffusion Equations With State Delay Using Boundary Control Input
1. Hashimoto alld M‘ Krstic / 1. Hashimoto alld M‘ Krstic / 2016

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2
An Adaptive Observer Design for n + 1 Couplpn T .inear Hvnerbolic PDEs Based on Swapping
An Adaptive Observer Design for n + 1 Couplpn T .inear Hvnerbolic PDEs Based on Swapping
A.Diagne, O.M. Aamo, and M. Krstic / A.Diagne, O.M. Aamo, and M. Krstic / 2016

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3
Adaptive Control With Exponential Regulation in the Absence of Persistent Excitation
Adaptive Control With Exponential Regulation in the Absence of Persistent Excitation
Song, Y. / Song, Y. / 2017

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4
Adaptive Control via Extremum Seeking: Global Stabilization and Consistency of Parameter Estimates
Adaptive Control via Extremum Seeking: Global Stabilization and Consistency of Parameter Estimates
Radenkovic, M. S. / Radenkovic, M. S. / 2017

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5
Boundary Control of Coupled Reaction-Advection-Diffusion Systems With Spatially-Varying Coefficients
Boundary Control of Coupled Reaction-Advection-Diffusion Systems With Spatially-Varying Coefficients
Vazquez, R. / Vazquez, R. / 2017

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6
Extremum Seeking for Static Maps With Delays
Extremum Seeking for Static Maps With Delays
Oliveira, T. R. / Oliveira, T. R. / 2017

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7
Adaptive Output Feedback Control for Uncertain Linear Time-Delay Systems
Adaptive Output Feedback Control for Uncertain Linear Time-Delay Systems
Zhu, Y. / Zhu, Y. / 2017

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8
Predictor-Feedback Stabilization of Multi-Input Nonlinear Systems
Predictor-Feedback Stabilization of Multi-Input Nonlinear Systems
Bekiaris-Liberis, N. / Bekiaris-Liberis, N. / 2017

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9
Bounded Integral Control of Input-to-State Practically Stable Nonlincar Systεms to Guarantce Closcd-Loop Stability
Bounded Integral Control of Input-to-State Practically Stable Nonlincar Systεms to Guarantce Closcd-Loop Stability
G. C Konstantopoulos, Q-C. Zhong, B. Ren. and M. / G. C Konstantopoulos, Q-C. Zhong, B. Ren. and M. / 2016

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10
ISS with Respect to Boundary Disturbances for l-D Parabolic PDEs
ISS with Respect to Boundary Disturbances for l-D Parabolic PDEs
.I. Kara.f / .I. Kara.f / 2016

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