This paper concerns static output feedback stabilization of polytopic discrete LTI systems. The previous related studies were mainly based on LMI approaches which are naturally conservative. In this paper, a novel design algorithm is presented that iteratively partitions a primary design space to subspaces. Then, by assessing stabilizability status of each generated subspace, the algorithm determines the total stabilizable parts and removes the undesired parts of the design space.

DOI Link: 
10.21227/mvj5-ht27
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[1] Roozbeh Abolpour, Maryam Dehghani, Heidar Ali Talebi, "Output Feedback Controller Design for Discrete LTI Systems with Polytopic Uncertainty", IEEE Dataport, 2020. [Online]. Available: http://dx.doi.org/10.21227/mvj5-ht27. Accessed: Feb. 05, 2025.
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doi = {10.21227/mvj5-ht27},
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author = {Roozbeh Abolpour; Maryam Dehghani; Heidar Ali Talebi },
publisher = {IEEE Dataport},
title = {Output Feedback Controller Design for Discrete LTI Systems with Polytopic Uncertainty},
year = {2020} }
TY - DATA
T1 - Output Feedback Controller Design for Discrete LTI Systems with Polytopic Uncertainty
AU - Roozbeh Abolpour; Maryam Dehghani; Heidar Ali Talebi
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PB - IEEE Dataport
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Roozbeh Abolpour, Maryam Dehghani, Heidar Ali Talebi. (2020). Output Feedback Controller Design for Discrete LTI Systems with Polytopic Uncertainty. IEEE Dataport. http://dx.doi.org/10.21227/mvj5-ht27
Roozbeh Abolpour, Maryam Dehghani, Heidar Ali Talebi, 2020. Output Feedback Controller Design for Discrete LTI Systems with Polytopic Uncertainty. Available at: http://dx.doi.org/10.21227/mvj5-ht27.
Roozbeh Abolpour, Maryam Dehghani, Heidar Ali Talebi. (2020). "Output Feedback Controller Design for Discrete LTI Systems with Polytopic Uncertainty." Web.
1. Roozbeh Abolpour, Maryam Dehghani, Heidar Ali Talebi. Output Feedback Controller Design for Discrete LTI Systems with Polytopic Uncertainty [Internet]. IEEE Dataport; 2020. Available from : http://dx.doi.org/10.21227/mvj5-ht27
Roozbeh Abolpour, Maryam Dehghani, Heidar Ali Talebi. "Output Feedback Controller Design for Discrete LTI Systems with Polytopic Uncertainty." doi: 10.21227/mvj5-ht27