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	1	Proving the stability of the rolling navigation Bourgois, Auguste. - Universitas Szegediensis, 2023
	2	A stochastic design approach for iterative learning observers for the estimation of periodically recurring trajectories and disturbances Rauh, Andreas. - IEEE, 2022
	3	Algorithms for reliable estimation, identification and control Rauh, Andreas. - MDPI, 2022
	4	Constrained iterative learning control for linear time-varying systems with experimental validation on a high-dpeed rack feeder Chu, Bing. - IEEE, 2022
	5	Experimental validation of ellipsoidal techniques for state estimation in marine applications Rauh, Andreas. - MDPI, 2022
	6	Exponential enclosures for the verified simulation of fractional-order differential equations Rauh, Andreas. - MDPI AG, Fractal Fract Editorial Office, 2022
	7	Quantification of time-domain truncation errors for the reinitialization of fractional integrators Rauh, Andreas. - Universitas Szegediensis, 2022
	8	Robust iterative learning observers based on a combination of stochastic estimation schemes and ellipsoidal calculus Rauh, Andreas. - IEEE, 2022
	9	Verifying provable stability domains for discrete-time systems using ellipsoidal state enclosures Rauh, Andreas. - Universitas Szegediensis, 2022
	10	Sensitivity methods for analysis and design of dynamic systems with applications in control engineering Rauh, Andreas. - Aachen : Shaker Verlag, 2017, [1. Auflage]

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