Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: A novel approach aimed at evaluating the diagnosability of regular systems under the PMC model is introduced. The diagnosability is defined as the ability to provide a correct diagnosis, although possibly incomplete. This concept is somehow intermediate beten one-step diagnosability and sequential diagnosability. A lor bound to diagnosability is determined by lor bounding the minimum of a ''''syndrome-dependent'''' bound $t_\sigma$ over the set of all the admissible syndromes. In turn, $t_\sigma$ is determined by evaluating the cardinality of the smal\-lest consistent fault set containing an aggregate of maximum cardinality. The new approach, which applies to any regular system, relies on the ''''edge-isoperimetric inequalities'''' of connected components of units declaring each other non-faulty. This approach has been used to derive tight lor bounds to the diagnosability of toroidal grids and hypercubes, which improve the existing bounds for the same structures. TEL:: 0503152887 EMAIL:: caruso@iei.pi.cnr.it
['Antonio Caruso', 'Stefano Chessa', 'Piero Maestrini', 'Paolo Santi']
I am writing a research paper on a idea Diagnosability of Regular Systems
[{"from": "human", "value": "I am writing a research paper on a idea Diagnosability of Regular Systems"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: A novel approach aimed at evaluating the diagnosability of regular systems under the PMC model is introduced. The diagnosability is defined as the ability to provide a correct diagnosis, although possibly incomplete. This concept is somehow intermediate beten one-step diagnosability and sequential diagnosability. A lor bound to diagnosability is determined by lor bounding the minimum of a ''''syndrome-dependent'''' bound $t_\\sigma$ over the set of all the admissible syndromes. In turn, $t_\\sigma$ is determined by evaluating the cardinality of the smal\\-lest consistent fault set containing an aggregate of maximum cardinality. The new approach, which applies to any regular system, relies on the ''''edge-isoperimetric inequalities'''' of connected components of units declaring each other non-faulty. This approach has been used to derive tight lor bounds to the diagnosability of toroidal grids and hypercubes, which improve the existing bounds for the same structures. TEL:: 0503152887 EMAIL:: caruso@iei.pi.cnr.it"}]