David S. Gilliam

Publication Activity (10 Years)

Years Active: 1988-2023
Publications (10 Years): 5

Top Topics

Disturbance Rejection

Top Venues

Syst. Control. Lett.

Publications

Eugenio Aulisa, John A. Burns, David S. Gilliam
Approximate tracking for distributed parameter systems using only sensed data. Syst. Control. Lett. 173 (2023)
Eugenio Aulisa, John A. Burns, David S. Gilliam
A Cascading Method for Reducing Asymptotic Errors in Feedback Control of Nonlinear Distributed Parameter Systems. ACC (2023)
Eugenio Aulisa, John A. Burns, David S. Gilliam
Approximate Error Feedback Controller for Tracking and Disturbance Rejection for Linear Distributed Parameter Systems. ACC (2022)
Eugenio Aulisa, David S. Gilliam
Approximation Methods for Geometric Regulation. CoRR (2021)
Eugenio Aulisa, John A. Burns, David S. Gilliam, Sai Tej Paruchuri
Accurate Approximate Regulation of Nonlinear Delay Differential Control Systems. CDC (2021)
Edward Aulisa, John A. Burns, David S. Gilliam
The effect of viscosity in a tracking regulation problem for a counter-flow heat exchanger. CDC (2015)
Vivek Natarajan, David S. Gilliam, George Weiss
The State Feedback Regulator Problem for Regular Linear Systems. IEEE Trans. Autom. Control. 59 (10) (2014)
Edward Aulisa, David S. Gilliam
Regulation of a controlled Burgers' equation: Tracking and disturbance rejection for general time dependent signals. ACC (2013)
Edward Aulisa, John A. Burns, David S. Gilliam
An example of thermal regulation of a two dimensional non-isothermal incompressible flow. CDC (2012)
Edward J. Allen, John A. Burns, David S. Gilliam
Control and sensitivity reduction for a viscous Burgers' equation. CDC (2012)
Christopher I. Byrnes, David S. Gilliam, C. Hu, Victor I. Shubov
Zero dynamics boundary control for regulation of the Kuramoto-Sivashinsky equation. Math. Comput. Model. 52 (5-6) (2010)
Christopher I. Byrnes, David S. Gilliam
On the transfer function of the zero dynamics for a boundary controlled heat problem in two dimensions. CDC (2009)
David S. Gilliam, Thorsten Hohage, Xiao Yi Ji, Frits Ruymgaart
The Fréchet Derivative of an Analytic Function of a Bounded Operator with Some Applications. Int. J. Math. Math. Sci. 2009 (2009)
Christopher I. Byrnes, David S. Gilliam
Zero dynamics inverse design for asymptotic regulation of the heat equation: the non-colocated case. ACC (2009)
Edward J. Allen, John A. Burns, David S. Gilliam
On the use of numerical methods for analysis and control of nonlinear convective systems. CDC (2008)
Christopher I. Byrnes, David S. Gilliam
Geometric output regulation for a class of nonlinear distributed parameter systems. ACC (2008)
Christopher I. Byrnes, David S. Gilliam
Approximate solutions of the regulator equations for nonlinear DPS. CDC (2007)
Christopher I. Byrnes, David S. Gilliam, Alberto Isidori, Victor I. Shubov
Interior point control of a heat equation using zero dynamics design. ACC (2006)
Christopher I. Byrnes, David S. Gilliam, C. Hu
Set-point boundary control for a Kuramoto-Sivashinsky equation. CDC (2006)
Christopher I. Byrnes, David S. Gilliam, Alberto Isidori, Victor I. Shubov
Zero dynamics modeling and boundary feedback design for parabolic systems. Math. Comput. Model. 44 (9-10) (2006)
Christopher I. Byrnes, David S. Gilliam, Alberto Isidori, Victor I. Shubov
Static and dynamic controllers for boundary controlled distributed parameter systems. CDC (2004)
Christopher I. Byrnes, David S. Gilliam, Alberto Isidori, Victor I. Shubov
Set point boundary control for a nonlinear distributed parameter system. CDC (2003)
Christopher I. Byrnes, David S. Gilliam, Victor I. Shubov, John A. Burns
Modelling modal based sensors for oscillatory systems. CDC (2002)
Christopher I. Byrnes, David S. Gilliam, Victor I. Shubov
The regulator equations for retarded delay differential equations. CDC (2002)
Christopher I. Byrnes, David S. Gilliam, Victor I. Shubov
Examples of regular linear systems governed by partial differential equations. CDC (2001)
Christopher I. Byrnes, David S. Gilliam, Jerey B. Hood, Victor I. Shubov
Examples of output regulation for distributed parameter systems with infinite dimensional exosystem. CDC (2001)
Christopher I. Byrnes, István G. Laukó, David S. Gilliam, Victor I. Shubov
Output regulation for linear distributed parameter systems. IEEE Trans. Autom. Control. 45 (12) (2000)
David S. Gilliam, Bernard Anthony Mair, Clyde F. Martin
A Convolution Method for Inverse Heat Conduction Problems. Math. Syst. Theory 21 (1) (1988)