Dec 20, 2019 · We prove that in our setting, MTL is strictly less expressive than TPTL, and incomparable in expressiveness to FLTL, so undecidability for MTL ...

In the context of real-timed systems, the satisfiability problem (SAT) and the model-checking problem for MTL and TPTL have been studied intensively. Model ...

It is proved that in this setting, MTL is strictly less expressive than TPTL, and incomparable in expressiveness to FLTL, so undecidability for MTL will not ...

We prove that in our setting, MTL is strictly less expressive than TPTL, and incomparable in expressiveness to FLTL, so undecidability for MTL is not implied by ...

We prove that in our setting, MTL is strictly less expressive than TPTL, and incomparable in expressiveness to FLTL, so undecidability for MTL is not implied by ...

Research Portal of the TU Dresden · MTL and TPTL for One-Counter Machines: Expressiveness, Model Checking, and Satisfiability.

We prove that in our setting, MTL is strictly less expressive than TPTL, and incomparable in expressiveness to FLTL, so undecidability for MTL is not implied by ...

In this paper, we examine the possibility of using MTL and TPTL to specify properties about classes of non-monotonic data languages over the natural numbers.

Apr 1, 2020 · Bibliographic details on MTL and TPTL for One-Counter Machines: Expressiveness, Model Checking, and Satisfiability.

It is proved that the satisfiability problem for many reasonably expressive fragments of MTL and TPTL is undecidable, and thus the use of these logics is ...