{"date_updated":"2023-01-12T12:27:34Z","page":"2804-2809","language":[{"iso":"eng"}],"intvolume":"         6","publication":"IEEE Control  Systems Letters","title":"Funnel PMC with feasibility constraints for nonlinear systems with arbitrary relative degree","year":"2022","author":[{"first_name":"Thomas","id":"77457","last_name":"Berger","full_name":"Berger, Thomas"},{"full_name":"Dennstädt, Dario","last_name":"Dennstädt","id":"98033","first_name":"Dario"}],"user_id":"77457","_id":"35998","status":"public","date_created":"2023-01-11T10:52:02Z","citation":{"short":"T. Berger, D. Dennstädt, IEEE Control  Systems Letters 6 (2022) 2804–2809.","bibtex":"@article{Berger_Dennstädt_2022, title={Funnel PMC with feasibility constraints for nonlinear systems with arbitrary relative degree}, volume={6}, journal={IEEE Control  Systems Letters}, author={Berger, Thomas and Dennstädt, Dario}, year={2022}, pages={2804–2809} }","ieee":"T. Berger and D. Dennstädt, “Funnel PMC with feasibility constraints for nonlinear systems with arbitrary relative degree,” <i>IEEE Control  Systems Letters</i>, vol. 6, pp. 2804–2809, 2022.","ama":"Berger T, Dennstädt D. Funnel PMC with feasibility constraints for nonlinear systems with arbitrary relative degree. <i>IEEE Control  Systems Letters</i>. 2022;6:2804-2809.","mla":"Berger, Thomas, and Dario Dennstädt. “Funnel PMC with Feasibility Constraints for Nonlinear Systems with Arbitrary Relative Degree.” <i>IEEE Control  Systems Letters</i>, vol. 6, 2022, pp. 2804–09.","chicago":"Berger, Thomas, and Dario Dennstädt. “Funnel PMC with Feasibility Constraints for Nonlinear Systems with Arbitrary Relative Degree.” <i>IEEE Control  Systems Letters</i> 6 (2022): 2804–9.","apa":"Berger, T., &#38; Dennstädt, D. (2022). Funnel PMC with feasibility constraints for nonlinear systems with arbitrary relative degree. <i>IEEE Control  Systems Letters</i>, <i>6</i>, 2804–2809."},"volume":6,"type":"journal_article"}