Abstract With the growth in complexity of real-time embedded systems, there is an increasing need for tools and techniques to understand and compare the observed runtime behavior of a system with the expected one. Since many real-time applications require periodic interactions with the environment, one of the fundamental problems in guaranteeing their temporal correctness is to be able to infer the periodicity of certain events in the system. The practicability of a period inference tool, however, depends on both its accuracy and robustness (also its resilience) against noise in the output trace of the system, e.g., when the system trace is impacted by the presence of aperiodic tasks, release jitters, and runtime variations in the execution time of the tasks. This work (i) presents the first period inference framework that uses regression-based machine-learning (RBML) methods, and (ii) thoroughly investigates the accuracy and robustness of different families of RBML methods in the presence of uncertainties in the system parameters. We show, on both synthetically generated traces and traces from actual systems, that our solutions can reduce the error of period estimation by two to three orders of magnitudes w.r.t. the state of the art.

With the growth in complexity of real-time embedded systems, there is an increasing need for tools and techniques to understand and compare the observed runtime behavior of a system with the expected one. Since many real-time applications require periodic interactions with the environment, one of the fundamental problems in guaranteeing their temporal correctness is to be able to infer the periodicity of certain events in the system. The practicability of a period inference tool, however, depends on both its accuracy and robustness (also its resilience) against noise in the output trace of the system, e.g., when the system trace is impacted by the presence of aperiodic tasks, release jitters, and runtime variations in the execution time of the tasks. This work (i) presents the first period inference framework that uses regression-based machine-learning (RBML) methods, and (ii) thoroughly investigates the accuracy and robustness of different families of RBML methods in the presence of uncertainties in the system parameters. We show, on both synthetically generated traces and traces from actual systems, that our solutions can reduce the error of period estimation by two to three orders of magnitudes w.r.t. state of the art.