The following publications are possibly variants of this publication:
- Lyapunov stability theory for linear repetitive processes - The 2D equation approachS. E. Benton, Eric Rogers, David H. Owens 0001. eucc 1999: 4768-4773 [doi]
- The Role of the 2D Lyapunov Equation in Stability and Control Law Design for Discrete Linear Repetitive ProcessesEric Rogers, David H. Owens 0001. cdc 2006: 2777-2782 [doi]
- On the stability of linear repetitive processes described by a delay-difference equationEric Rogers, David H. Owens. tcas, 51-II(7):359-363, 2004. [doi]
- A behavioral approach to the control of discrete linear repetitive processesV. R. Sule, Eric Rogers. scl, 53(1):79-88, 2004. [doi]
- Iterative Learning Control Design for Stability and Transient Performance Using Differential Linear Repetitive Process Stability TheoryWojciech Paszke, Krzysztof Galkowski, Eric Rogers. alcosp 2013: 152-157 [doi]
- Iterative learning control design based on feedback linearization and nonlinear repetitive process stability theoryPavel Pakshin, Julia Emelianova, Mikhail Emelianov, Krzysztof Galkowski, Eric Rogers. cdc 2016: 5478-5483 [doi]
- Iterative learning control for discrete linear systems with Zero Markov parameters using repetitive process stability theoryLukasz Hladowski, Krzysztof Galkowski, Eric Rogers, Zhonglun Cai, Christopher T. Freeman, Paul L. Lewin. IEEEisic 2011: 400-405 [doi]