Nicola Policella
European Space Agency
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Publication
Featured researches published by Nicola Policella.
IEEE Intelligent Systems | 2007
Amedeo Cesta; Gabriella Cortellessa; Simone Fratini; Angelo Oddi; Michel Denis; Alessandro Donati; Nicola Policella; Erhard Rabenau; Jonathan Schulster
Deep-space missions carry an ever larger set of different and complementary onboard payloads. Each payload generates data, and synthesizing it for optimized downlinking is one way to reduce the ratio of mission costs to science return. This is the main role of the Mars-Express scheduling architecture (Mexar2), an Al-based tool in daily use on the Mars-Express mission since February 2005. Mexar2 supports space mission planners continuously as they plan data downlinks from the spacecraft to Earth. The tool lets planners work at a higher abstraction level while it performs low-level, often-repetitive tasks. It also helps them produce a plan rapidly, explore alternative solutions, and choose the most robust plan for execution. Additionally, planners can analyze any problems over multiple days and identify payload overcommitments that cause resource bottlenecks and increase the risk of data losses. Mexar2 has significantly increased the data return over the whole Mars-Express mission duration. Its effectively become a work companion for mission planners at the European Space Agencys European Space Operations Center (ESOC) in Darmstadt, Germany.
Journal of Scheduling | 2009
Nicola Policella; Amedeo Cesta; Angelo Oddi; Stephen F. Smith
AbstractGoal separation is often a fruitful approach when solving complex problems. It provides a way to focus on relevant aspects in a stepwise fashion and hence bound the problem solving scope along a specific direction at any point. This work applies goal separation to the problem of synthesizing robust schedules. The problem is addressed by separating the phase of problem solution, which may pursue a standard optimization criterion (e.g., minimal makespan), from a subsequent phase of solution robustification in which a more flexible set of solutions is obtained and compactly represented through a temporal graph, called a Partial Order Schedule (
Journal of Intelligent Manufacturing | 2010
Riccardo Rasconi; Amedeo Cesta; Nicola Policella
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Journal of Intelligent Manufacturing | 2010
Angelo Oddi; Amedeo Cesta; Nicola Policella; Stephen F. Smith
). The key advantage of a
ieee international conference on space mission challenges for information technology | 2009
Nicola Policella; Henrique Oliveira; Tero Siili
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SpaceOps 2008 Conference | 2008
Erhard Rabenau; Alessandro Donati; Michel Denis; Nicola Policella; Jonathan Schulster; Gabriella Cortellessa; Angelo Oddi; Simone Fratini
is that it provides the capability to promptly respond to temporal changes (e.g., activity duration changes or activity start-time delays) and to hedge against further changes (e.g., new activities to perform or unexpected variations in resource capacity).On the one hand, the paper focuses on specific heuristic algorithms for synthesis of
Engineering Applications of Artificial Intelligence | 2008
Angelo Oddi; Amedeo Cesta; Nicola Policella; Stephen F. Smith
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congress of the italian association for artificial intelligence | 2007
Angelo Oddi; Nicola Policella; Amedeo Cesta; Stephen F. Smith
s, starting from a pre-existing schedule (hence the name Solve-and-Robustify). Different extensions of a technique called chaining, which progressively introduces temporal flexibility into the representation of the solution, are introduced and evaluated. These extensions follow from the fact that in multi-capacitated resource settings more than one
2013 IEEE Symposium on Swarm Intelligence (SIS) | 2013
Claudio Iacopino; Phil Palmer; Andrew Brewer; Nicola Policella; Alessandro Donati
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SpaceOps 2008 Conference | 2008
Alessandro Donati; Nicola Policella; Amedeo Cesta; Simone Fratini; Angelo Oddi; Gabriella Cortellessa; Federico Pecora; Jonathan Schulster; Erhard Rabenau; Marc Niezette; Robin Steel
can be derived from a specific fixed-times solution via chaining, and carry out a search for the most robust alternative. On the other hand, an additional analysis is performed to investigate the performance gain possible by further broadening the search process to consider multiple initial seed solutions.A detailed experimental analysis using state-of-the-art rcpsp/max benchmarks is carried out to demonstrate the performance advantage of these more sophisticated solve and robustify procedures, corroborating prior results obtained on smaller problems and also indicating how this leverage increases as problem size is increased.