Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: As b applications become more and more complex, primitives for handling interaction patterns among independent components become essential. In fact, distributed applications require new forms of transactions for orchestrating the progress of their negotiations and agreements. Still  lack foundational models that accurately explain the crucial aspects of the problem. In this work  explore how to model transactions in coloured, reconfigurable and dynamic nets, (i.e., high-level/high-order Petri nets that can express mobility and can extend themselves dynamically during their execution). Starting from zero-safe nets - a ll-studied extension of Place/Transition Petri nets with a transactional mechanism based on a distinction beten consistent (observable) and transient (hidden) states -  show how the zero-safe approach can be smoothly applied to a hierarchy of nets of increasing expressiveness.
['Roberto Bruni', 'Hernán C. Melgratti', 'Ugo Montanari']
I am writing a research paper on a idea Extending the zero-safe approach to coloured, reconfigurable and dynamic nets
[{"from": "human", "value": "I am writing a research paper on a idea Extending the zero-safe approach to coloured, reconfigurable and dynamic nets"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: As b applications become more and more complex, primitives for handling interaction patterns among independent components become essential. In fact, distributed applications require new forms of transactions for orchestrating the progress of their negotiations and agreements. Still  lack foundational models that accurately explain the crucial aspects of the problem. In this work  explore how to model transactions in coloured, reconfigurable and dynamic nets, (i.e., high-level/high-order Petri nets that can express mobility and can extend themselves dynamically during their execution). Starting from zero-safe nets - a ll-studied extension of Place/Transition Petri nets with a transactional mechanism based on a distinction beten consistent (observable) and transient (hidden) states -  show how the zero-safe approach can be smoothly applied to a hierarchy of nets of increasing expressiveness."}]