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Robust H Filtering for Neutral Systems with Multi-Delay and Application in the Flexible System

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1. Xie, X. Vibration Reduction for Flexible Systems Using a Novel Command Smoothing Technique. Beijing Institute of Technology, 2014.Search in Google Scholar

2. Jin, J., S. Wang, S. Huang. Research of Mechanic Resonance Suppression for Flexible System Based on Acceleration Feedback. – Motor and Control Applications, Vol. 42, 2015, No 11, pp. 4-9.Search in Google Scholar

3. Li, B., L. Xie, Y. Wei. Vibration Reduction of Flexible System by Time-Optimal Multimode Input Shaper. – Journal of Northeastern University (Natural Science), Vol. 31, 2010, No 9, pp. 1338-1340.Search in Google Scholar

4. Wu, P., S. Ma, Q. Chen, G. Yang, X. Li. Resonant Suppression of Flexible System by Feedback Compensation of Resonant Frequencies. – Transactions of China Electrotechnical Society, Vol. 32, 2017, No 2, pp. 189-192.Search in Google Scholar

5. Gao, Q., F. Tian, J. Song. Design of Flexible System for Robotic Grinding and Polishing Based on Force Control. – Manufacturing Technology & Machine Tool, 2015, No 10, pp. 41-43.Search in Google Scholar

6. Wang, S., T. Shi, L. Zhang, A. Jasra, M. Zeng. Extended Finite-Time H Control for Uncertain Switched Linear Neutral Systems with Time-Varying Delays. – Neurocomputing, Vol. 152, 2015, No C, pp. 377-387.10.1016/j.neucom.2014.10.047Search in Google Scholar

7. Chen, G., Y. Shen. Robust H Filter Design for Neutral Stochastic Uncertain Systems with Time-Varying Delay. – Journal of Mathematical Analysis and Applications, Vol. 353, 2009, No 1, pp. 196-204.10.1016/j.jmaa.2008.11.062Search in Google Scholar

8. Liu, Y., Z. Wang, W. Wang. Reliable H Filtering for Discrete Time-Delay Systems with Randomly Occurred Nonlinearities via Delay Partitioning Method. – Signal Processing, Vol. 91, 2011, No 4, pp. 713-727.10.1016/j.sigpro.2010.07.018Search in Google Scholar

9. Zhang, D., L. Yu. H Filtering for Linear Neutral Systems with Mixed Time-Varying Delays and Nonlinear Perturbations. – Journal of the Franklin Institute, Vol. 347, 2010, No 1, pp. 1374-1390.10.1016/j.jfranklin.2010.05.001Search in Google Scholar

10. Masubuchi, I., Y. Kamitane, A. Ohara, N. Suda. H Control for Descriptor Systems: A Matrix Inequalities Approach. – Automatica, Vol. 33, 1997, No 4, pp. 669-673.10.1016/S0005-1098(96)00193-8Search in Google Scholar

11. Manual for High-Order Flexible Linear Control System. American ECP Company, 2014.Search in Google Scholar

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Computer Sciences, Information Technology