Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely:  address the problem of verifying clique avoidance in the TTP protocol. TTP allows several stations embedded in a car to communicate. It has many mechanisms to ensure robustness to faults. In particular, it has an algorithm that allows a station to recognize itself as faulty and leave the communication. This algorithm must satisfy the crucial ‘non-clique’ property: it is impossible to have two or more disjoint groups of stations communicating exclusively with stations in their own group. ,  propose an automatic verification method for an arbitrary number of stations $N$ and a given number of faults $k$.  give an abstraction that allows to model the algorithm by means of unbounded (parametric) counter automata.  have checked the non-clique property on this model in the case of one fault, using the ALV tool as ll as the LASH tool.
['Ahmed Bouajjani', 'Agathe Merceron']
I am writing a research paper on a idea Parametric Verification of a Group Membership Algorithm
[{"from": "human", "value": "I am writing a research paper on a idea Parametric Verification of a Group Membership Algorithm"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely:  address the problem of verifying clique avoidance in the TTP protocol. TTP allows several stations embedded in a car to communicate. It has many mechanisms to ensure robustness to faults. In particular, it has an algorithm that allows a station to recognize itself as faulty and leave the communication. This algorithm must satisfy the crucial \u2018non-clique\u2019 property: it is impossible to have two or more disjoint groups of stations communicating exclusively with stations in their own group. ,  propose an automatic verification method for an arbitrary number of stations $N$ and a given number of faults $k$.  give an abstraction that allows to model the algorithm by means of unbounded (parametric) counter automata.  have checked the non-clique property on this model in the case of one fault, using the ALV tool as ll as the LASH tool."}]