Tools at the Frontiers of Quantitative Verification
Abstract
The analysis of formal models that include quantitative aspects such as timing or probabilistic choices is performed by quantitative verification tools. Broad and mature tool support is available for computing basic properties such as expected rewards on basic models such as Markov chains. Previous editions of QComp, the comparison of tools for the analysis of quantitative formal models, focused on this setting. Many application scenarios, however, require more advanced property types such as LTL and parameter synthesis queries as well as advanced models like stochastic games and partially observable MDPs. For these, tool support is in its infancy today. This paper presents the outcomes of QComp 2023: a survey of the state of the art in quantitative verification tool support for advanced property types and models. With tools ranging from first research prototypes to well-supported integrations into established toolsets, this report highlights today's active areas and tomorrow's challenges in tool-focused research for quantitative verification.
Authors 21
-
Affiliation as printed
Brno University of Technology , Brno , Czech Republic
-
Alexander Bork Aachen
Affiliation as printed
RWTH Aachen University , Aachen , Germany
-
Affiliation as printed
University of Trento , Trento , Italy
-
Technical University of Munich
Affiliation as printed
Technical University of Munich , Munich , Germany
-
Affiliation as printed
University of Twente , Enschede , The Netherlands
-
Affiliation as printed
University of Twente , Enschede , The Netherlands
-
Affiliation as printed
Utah State University , Logan , Utah , USA
-
Affiliation as printed
Radboud University , Nijmegen , The Netherlands
-
Affiliation as printed
Utah State University , Logan , Utah , USA
-
Affiliation as printed
Radboud University , Nijmegen , The Netherlands
-
Affiliation as printed
Graz University of Technology , Graz , Austria
-
Tim Quatmann Aachen
Affiliation as printed
RWTH Aachen University , Aachen , Germany
-
Affiliation as printed
Utah State University , Logan , Utah , USA
-
Institute of Science and Technology Austria · Technical University of Munich
Affiliation as printed
Institute of Science and Technology Austria , Klosterneuburg , Austria
Technical University of Munich , Munich , Germany
-
Affiliation as printed
Utah State University , Logan , Utah , USA
Cited by 2 stored of 2
2 results
No patents citing this paper on Lens.org (checked 2026-10-06).