Model Order Reduction for Multi-Agent Robotic Arm Systems Using Positive-Real and Balanced Truncation Methods
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[1] Hadi Sadati, S.M., Elnaz Naghibi, S., da Cruz, L., Tavakoli, M.: Reduced order modeling and model order reduction for continuum manipulators: an overview. Front. Robot. AI 10, Article 1094114 (2023)
[2] Ali, K.M., Mohamed, M.S., Dorrah, H.T.: Symbolic model order reduction: a new state feedback approach for simplified control and verification. J. Eng. Appl. Sci. 71(1), Article 552 (2024)
[3] Rafiq, D., Bazaz, M.A.: Model order reduction via moment-matching: a state of the art review. Arch. Comput. Methods Eng. 29, 3225–3248 (2022)
[4] Mughal, M.A., Khan, M.: LTI model order reduction using wild horse optimization algorithm. In: Proceedings of 21st International Conference on Frontiers of Information Technology (FIT), pp. 379–384 (2024)
[5] Abraham, A., Pappa, N., Honc, D.: Efficient technique for model order reduction retaining non-minimum phase characteristics using clustering dominant pole-zero algorithm. Trans. Elec. Eng. 9(2), 26–31 (2020)
[6] Cheng, X., Scherpen, J.M.A.: Clustering-based model reduction of Laplacian dynamics with weakly connected topology. IEEE Trans. Autom. Control 65(10), 4393–4399 (2020)
[7] Jongsma, H.-J., Mlinarić, P., Grundel, S., Scherpen, J.M.A., Benner, P.: Model reduction of linear multi-agent systems by clustering and associated H₂- and H∞-error bounds. arXiv preprint, arXiv:1610.02432 (2016). (updated 2021)
[8] Yu, L., Cheng, X., Scherpen, J.M.A.: Synchronization preserving model reduction of multi-agent network systems by eigenvalue assignments. In: Proceedings of the 58th IEEE Conference on Decision and Control (CDC), pp. 3790–3795 (2019)
[9] Cheng, X., Scherpen, J.M.A., Besselink, B.: Balanced truncation of networked linear passive systems. Automatica 104, 99–109 (2019)
[10] Dorschky, I., Reis, T., Voigt, M.: Balanced truncation model reduction for symmetric second order systems: A passivity-based approach. arXiv preprint, arXiv:2006.10221 (2020)
[11] Dao, H.-D., Nguyen, T.-T., Vu, N.-K., Nguyen, D.-M., Vinh, P.A.: Mixed Riccati–Lyapunov balanced truncation for order reduction of electrical circuit systems. Energies 17(11), Article 2661 (2024)
[12] Ren, Y., Xia, Y., Wang, Q., Xu, S.: Positivity-preserving H∞ model reduction for discrete-time positive systems via a successive convex optimization algorithm. Appl. Sci. 12(23), Article 12277 (2022)
[13] Gillot, C., Dif-Pradalier, G., Garbet, X., Hariri, F., Latu, G., Maget, P.: Model order reduction approach to the one-dimensional collisionless closure problem. Phys. Plas. 28(2), Article 022304 (2021)
[14] Salehi, Z., Karimaghaee, P., Khooban, M.-H.: A new passivity preserving model order reduction method: conic positive real balanced truncation. IEEE Access 10, 17003–17017 (2022)
[15] Panomruttanarug, K., Laocharoensuk, C., Chinnadurai, P., Rakprayoon, T., Benchasri, P.: Fuzzy super-twisting control for a rigid-flexible robotic arm using an approximate inertial manifold-based model reduction. Front. Neurorobot. 15, Article 641458 (2021)