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Comet is a commercial programming language designed by Brown University professor Dr. Pascal Van Hentenryck used to solve complex combinatorial optimization problems in areas such as resource allocation and scheduling. It offers a range of optimization algorithms: from mathematical programming to constraint programming, local search algorithm and "dynamic stochastic combinatorial optimization." Comet programs specify local search algorithms as two components: This approach promotes reusability across applications.

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  • Comet is a commercial programming language designed by Brown University professor Dr. Pascal Van Hentenryck used to solve complex combinatorial optimization problems in areas such as resource allocation and scheduling. It offers a range of optimization algorithms: from mathematical programming to constraint programming, local search algorithm and "dynamic stochastic combinatorial optimization." Comet programs specify local search algorithms as two components: * a high-level model describing the applications in terms of constraints, constraint combinators, and objective functions; * a search procedure expressed in terms of the model at a high abstraction level. This approach promotes reusability across applications. Its API allows it to be used as a software library. Comet also features high-level abstractions for parallel and distributed computing, based on loop scheduling, interruptions, and work stealing. (en)
  • Comet è un linguaggio di programmazione industriale ideato da della Brown University usato per risolvere complessi problemi di ottimizzazione combinatoria in settori come l'allocazione e la pianificazione delle risorse. (it)
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  • Comet è un linguaggio di programmazione industriale ideato da della Brown University usato per risolvere complessi problemi di ottimizzazione combinatoria in settori come l'allocazione e la pianificazione delle risorse. (it)
  • Comet is a commercial programming language designed by Brown University professor Dr. Pascal Van Hentenryck used to solve complex combinatorial optimization problems in areas such as resource allocation and scheduling. It offers a range of optimization algorithms: from mathematical programming to constraint programming, local search algorithm and "dynamic stochastic combinatorial optimization." Comet programs specify local search algorithms as two components: This approach promotes reusability across applications. (en)
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  • Comet (programming language) (en)
  • Comet (programmazione) (it)
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