A testing scenario in the sense of De Nicola and Hennessy is developed to measure the worst-case efficiency of asynchronous systems using dense time. It is shown that one can equivalently use discrete time, and the resulting testing-preorder is characterized with some kind of refusal traces which are easier than a previous variant. Furthermore, the testing-preorder is refined to a precongruence for standard operators known from process algebras. Beside the usual complications with the choice operator, it turns out that even the prefix operation requires a refinement. Finally, the testing-preorder is compared to those gained from previous approaches
AbstractA testing-based faster-than relation has previously been developed that compares the worst-c...
Fast asynchronous systems in dense time / L. Jenner, W. Vogler. - In: Theoretical computer science. ...
AbstractWe present a generalization of the classical theory of testing for Mealy machines to a setti...
A testing scenario in the sense of De Nicola and Hennessy is developed to measure the worst-case eff...
AbstractA testing scenario in the sense of De Nicola and Hennessy is developed to measure the worst-...
A timed process algebra is developed for evaluating the temporal worst-case efficiency of asynchrono...
A timed CCS-like process algebra PAFAS and a testing scenario are developed for evaluating the tempo...
AbstractBased on Process Algebra for Faster Asynchronous Systems (PAFAS), a testing-based faster-tha...
Based on Process Algebra for Faster Asynchronous Systems (PAFAS), a testing-based faster-than relati...
AbstractThis paper introduces a novel (bi)simulation-based faster-than preorder which relates asynch...
This paper introduces a novel (bi)simulation-based faster-than preorder which relates asynchronous p...
Based on PAFAS (Process Algebra for Faster Asynchronous Systems), a testing-based faster-than relati...
. We study testing preorders for an asynchronous version of CCS called TACCS, where message emissio...
We present a generalization of the classical theory of testing for Mealy machines to a setting of de...
This paper studies the problem of testing concurrent systems considered as blackboxes and specified ...
AbstractA testing-based faster-than relation has previously been developed that compares the worst-c...
Fast asynchronous systems in dense time / L. Jenner, W. Vogler. - In: Theoretical computer science. ...
AbstractWe present a generalization of the classical theory of testing for Mealy machines to a setti...
A testing scenario in the sense of De Nicola and Hennessy is developed to measure the worst-case eff...
AbstractA testing scenario in the sense of De Nicola and Hennessy is developed to measure the worst-...
A timed process algebra is developed for evaluating the temporal worst-case efficiency of asynchrono...
A timed CCS-like process algebra PAFAS and a testing scenario are developed for evaluating the tempo...
AbstractBased on Process Algebra for Faster Asynchronous Systems (PAFAS), a testing-based faster-tha...
Based on Process Algebra for Faster Asynchronous Systems (PAFAS), a testing-based faster-than relati...
AbstractThis paper introduces a novel (bi)simulation-based faster-than preorder which relates asynch...
This paper introduces a novel (bi)simulation-based faster-than preorder which relates asynchronous p...
Based on PAFAS (Process Algebra for Faster Asynchronous Systems), a testing-based faster-than relati...
. We study testing preorders for an asynchronous version of CCS called TACCS, where message emissio...
We present a generalization of the classical theory of testing for Mealy machines to a setting of de...
This paper studies the problem of testing concurrent systems considered as blackboxes and specified ...
AbstractA testing-based faster-than relation has previously been developed that compares the worst-c...
Fast asynchronous systems in dense time / L. Jenner, W. Vogler. - In: Theoretical computer science. ...
AbstractWe present a generalization of the classical theory of testing for Mealy machines to a setti...