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Gianluca Torta

Researcher at University of Turin

Publications -  70
Citations -  374

Gianluca Torta is an academic researcher from University of Turin. The author has contributed to research in topics: Computer science & System model. The author has an hindex of 9, co-authored 56 publications receiving 313 citations.

Papers
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Book ChapterDOI

Model-Based diagnosis through OBDD compilation: a complexity analysis

TL;DR: This paper addresses the problem of evaluating the complexity of diagnostic problem solving when Ordered Binary Decision Diagrams are adopted for representing the normal and faulty behavior of the system to be diagnosed and the solution space.
Proceedings Article

On-line monitoring and diagnosis of multi-agent systems: a model based approach

TL;DR: The paper presents an approach for the monitoring and diagnosis of multi-agent systems where mobile robotic agents provide services and partial observability of the environment is achieved via a set of fixed sensors.
Journal Article

On-line monitoring and diagnosis of a team of service robots: A model-based approach

TL;DR: The paper introduces the architecture of the Supervisor which has to track the actions progress and to infer an explanation when an action is completed with delay or fails, and discusses experimental results collected in such a domain with particular focus on the competence and the efficiency of both the OMM and the DIM.
Book ChapterDOI

Computing Minimum-Cardinality Diagnoses Using OBDDs

TL;DR: Methods and heuristics for efficiently encoding the domain theory of the system model in terms of an OBDD are presented and a mechanism for extracting diagnoses with the minimum number of faults from the OBDd which represents the entire space of diagnoses is introduced.
Proceedings Article

Automatic abstraction in component-based diagnosis driven by system observability

TL;DR: The notion of indiscriminability among faults of a set of components is introduced and constitutes the basis for a formal definition of admissible abstractions which preserve all the distinctions that are relevant for diagnosis given the current observability of the system.