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Towards Automatic Convergence Verification of Self-stabilizing Algorithms.

J. Oehlerking, A. Dhama, and O. Theel. Self-Stabilizing Systems, volume 3764 of Lecture Notes in Computer Science, page 198-213. Springer, (2005)

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Univ. -Prof. Dr. Jens Brockmeyer University of Stuttgart

Jens Wizl University of Stuttgart

Jens Müller University of Stuttgart

Jens Anders

Jens Hamann University of Stuttgart

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A Decompositional Proof Scheme for Automated Convergence Proofs of Stochastic Hybrid Systems.J. Oehlerking, and O. Theel. ATVA, volume 5799 of Lecture Notes in Computer Science, page 151-165. Springer, (2009)STL Model Checking of Continuous and Hybrid Systems.H. Roehm, J. Oehlerking, T. Heinz, and M. Althoff. ATVA, volume 9938 of Lecture Notes in Computer Science, page 412-427. (2016)Verifying Properties of an Electro-Mechanical Braking System.T. Strathmann, and J. Oehlerking. ARCH@CPSWeek, volume 34 of EPiC Series in Computing, page 49-56. EasyChair, (2015)Decomposition of stability proofs for hybrid systems.J. Oehlerking. Carl von Ossietzky University of Oldenburg, (2011)Towards Automatic Convergence Verification of Self-stabilizing Algorithms.J. Oehlerking, A. Dhama, and O. Theel. Self-Stabilizing Systems, volume 3764 of Lecture Notes in Computer Science, page 198-213. Springer, (2005)Towards Component Based Design of Hybrid Systems: Safety and Stability.W. Damm, H. Dierks, J. Oehlerking, and A. Pnueli. Essays in Memory of Amir Pnueli, volume 6200 of Lecture Notes in Computer Science, page 96-143. Springer, (2010)Fully Automated Stability Verification for Piecewise Affine Systems.J. Oehlerking, H. Burchardt, and O. Theel. HSCC, volume 4416 of Lecture Notes in Computer Science, page 741-745. Springer, (2007)Industrial Examples of Formal Specifications for Test Case Generation.H. Roehm, R. Gmehlich, T. Heinz, J. Oehlerking, and M. Woehrle. ARCH@CPSWeek, volume 34 of EPiC Series in Computing, page 80-88. EasyChair, (2015)Towards automatic verification of affine hybrid system stability.J. Oehlerking, H. Burchardt, and O. Theel. SIGBED Review, 2 (2): 27-30 (2005)Verification of Orbitally Self-Stabilizing Distributed Algorithms Using Lyapunov Functions and Poincare Maps.A. Dhama, J. Oehlerking, and O. Theel. ICPADS (1), page 23-30. IEEE Computer Society, (2006)