In modern distributed systems robustness is a major requirement. In previous work on availability, the analysis required an additional model part that specifies the assumptions about where in the model there are areas of unreliability. So, there are two models: the system itself and the error model. The error model usually requires specific domain knowledge. Therefore, the approach is not applicable outof-the-box. Instead, we like to derive an error model directly from the system model. We will show that for Elementary Object Systems we have a natural candidate to describe such a localised area of failure: the net-tokens. They are clearly localised and can be understood as computational entities (like containers in Kubernetes).
Robustness: A natural Definition based on Nets-within-Nets / M. Kohler-Bussmeier, L. Capra (CEUR WORKSHOP PROCEEDINGS). - In: PNSE 2023 : Petri Nets and Software Engineering 2023 / [a cura di] M. Köhler-Bussmeier, D. Moldt, H. Rölke. - [s.l] : CEUR Workshop Proceedings, 2023 Jul 05. - pp. 70-87 (( Intervento presentato al 13. convegno International Workshop on Petri Nets and Software Engineering tenutosi a Lisbon nel 2023.
Robustness: A natural Definition based on Nets-within-Nets
L. Capra
Ultimo
Membro del Collaboration Group
2023
Abstract
In modern distributed systems robustness is a major requirement. In previous work on availability, the analysis required an additional model part that specifies the assumptions about where in the model there are areas of unreliability. So, there are two models: the system itself and the error model. The error model usually requires specific domain knowledge. Therefore, the approach is not applicable outof-the-box. Instead, we like to derive an error model directly from the system model. We will show that for Elementary Object Systems we have a natural candidate to describe such a localised area of failure: the net-tokens. They are clearly localised and can be understood as computational entities (like containers in Kubernetes).File | Dimensione | Formato | |
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