A Convolution Method for Inverse Heat Conduction Problems. - David S. Gilliam; Bernard Anthony Mair; Clyde F. Martin (Math. Syst. Theory, 1988)

Output regulation for linear distributed parameter systems. - Christopher I. Byrnes; István G. Laukó; David S. Gilliam; Victor I. Shubov (IEEE Trans. Autom. Control., 2000)

Examples of output regulation for distributed parameter systems with infinite dimensional exosystem. - Christopher I. Byrnes; David S. Gilliam; Jerey B. Hood; Victor I. Shubov (CDC, 2001)

Examples of regular linear systems governed by partial differential equations. - Christopher I. Byrnes; David S. Gilliam; Victor I. Shubov (CDC, 2001)

The regulator equations for retarded delay differential equations. - Christopher I. Byrnes; David S. Gilliam; Victor I. Shubov (CDC, 2002)

Modelling modal based sensors for oscillatory systems. - Christopher I. Byrnes; David S. Gilliam; Victor I. Shubov; John A. Burns (CDC, 2002)

Set point boundary control for a nonlinear distributed parameter system. - Christopher I. Byrnes; David S. Gilliam; Alberto Isidori; Victor I. Shubov (CDC, 2003)

Static and dynamic controllers for boundary controlled distributed parameter systems. - Christopher I. Byrnes; David S. Gilliam; Alberto Isidori; Victor I. Shubov (CDC, 2004)

Interior point control of a heat equation using zero dynamics design. - Christopher I. Byrnes; David S. Gilliam; Alberto Isidori; Victor I. Shubov (ACC, 2006)

Set-point boundary control for a Kuramoto-Sivashinsky equation. - Christopher I. Byrnes; David S. Gilliam; Changbing Hu (CDC, 2006)

Zero dynamics modeling and boundary feedback design for parabolic systems. - Christopher I. Byrnes; David S. Gilliam; Alberto Isidori; Victor I. Shubov (Math. Comput. Model., 2006)

Approximate solutions of the regulator equations for nonlinear DPS. - Christopher I. Byrnes; David S. Gilliam (CDC, 2007)

Geometric output regulation for a class of nonlinear distributed parameter systems. - Christopher I. Byrnes; David S. Gilliam (ACC, 2008)

On the use of numerical methods for analysis and control of nonlinear convective systems. - Edward J. Allen; John A. Burns; David S. Gilliam (CDC, 2008)

Zero dynamics inverse design for asymptotic regulation of the heat equation: the non-colocated case. - Christopher I. Byrnes; David S. Gilliam (ACC, 2009)

On the transfer function of the zero dynamics for a boundary controlled heat problem in two dimensions. - Christopher I. Byrnes; David S. Gilliam (CDC, 2009)

The Fréchet Derivative of an Analytic Function of a Bounded Operator with Some Applications. - David S. Gilliam; Thorsten Hohage; Xiao Yi Ji; Frits Ruymgaart (Int. J. Math. Math. Sci., 2009)

Zero dynamics boundary control for regulation of the Kuramoto-Sivashinsky equation. - Christopher I. Byrnes; David S. Gilliam; Changbing Hu; Victor I. Shubov (Math. Comput. Model., 2010)

Control and sensitivity reduction for a viscous Burgers' equation. - Edward J. Allen; John A. Burns; David S. Gilliam (CDC, 2012)

An example of thermal regulation of a two dimensional non-isothermal incompressible flow. - Eugenio Aulisa; John A. Burns; David S. Gilliam (CDC, 2012)

Regulation of a controlled Burgers' equation: Tracking and disturbance rejection for general time dependent signals. - Eugenio Aulisa; David S. Gilliam (ACC, 2013)

The State Feedback Regulator Problem for Regular Linear Systems. - Vivek Natarajan; David S. Gilliam; George Weiss (IEEE Trans. Autom. Control., 2014)

The effect of viscosity in a tracking regulation problem for a counter-flow heat exchanger. - Eugenio Aulisa; John A. Burns; David S. Gilliam (CDC, 2015)

Accurate Approximate Regulation of Nonlinear Delay Differential Control Systems. - Eugenio Aulisa; John A. Burns; David S. Gilliam; Sai Tej Paruchuri (CDC, 2021)

Approximation Methods for Geometric Regulation. - Eugenio Aulisa; David S. Gilliam (CoRR, 2021)

Approximate Error Feedback Controller for Tracking and Disturbance Rejection for Linear Distributed Parameter Systems. - Eugenio Aulisa; John A. Burns; David S. Gilliam (ACC, 2022)

A Cascading Method for Reducing Asymptotic Errors in Feedback Control of Nonlinear Distributed Parameter Systems. - Eugenio Aulisa; John A. Burns; David S. Gilliam (ACC, 2023)

Approximate tracking for distributed parameter systems using only sensed data. - Eugenio Aulisa; John A. Burns; David S. Gilliam (Syst. Control. Lett., 2023)