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 * Stef De Pooter (KU Leuven)

IDP 3

Team

  • Bart Bogaerts (KU Leuven)
  • Maurice Bruynooghe (KU Leuven)
  • Broes De Cat (KU Leuven)
  • Marc Denecker (KU Leuven)
  • Jo Devriendt (KU Leuven)
  • Joachim Jansen (KU Leuven)
  • Pieter Van Hertum (KU Leuven)
  • Stef De Pooter (KU Leuven)

Description

IDP 3 uses FO(ID,Agg) + Lua as input language.

Model generation/optimization is achieved by lifted unit propagation + grounding with bounds (possibly using XSB for evaluating definitions) + applying the search algorithm MinisatID.

The integration with Lua (with logic components as first-class citizens) is used for pre- and postprocessing and to implement more complex inferences.

System Settings

System versions:

  • IDP 3.1.4
  • MinisatID 3.7.4
  • XSB 3.3

We will refer to the following options:

  • cpsupport = using finite domain variables and constraints during search
  • lazy grounding = interleaving grounding and search.
  • xsb = evaluation of definitions with only 2-valued open symbols before search, by applying the XSB Prolog system.
  • symmetrybreaking = automated symmetry detection + addition of static symmetry breaking formulas to the theory.
  • groundwithbounds = derive bounds on necessary variable instantations during grounding. by reasoning based on the input interpretation + improve the order of instantiation.
  • liftedunitpropagation = apply approximative unit propagation on the non-ground theory.

By default, the first 4 are disabled and the last 2 are enabled. Only options not taking their default value are mentioned.

System Track: lazy grounding, xsb, cpsupport.

  • FO(.)^IDP is used as input language.

Model-and-Solve Track:

  • N01 Permutation Pattern Matching: cpsupport, groundwithbounds off, liftedunitpropagation off
  • N02 Valves Location Problem: symmetrybreaking, cpsupport
  • N04 Connected Density Maximum Still life: symmetrybreaking, cpsupport, xsb
  • N05 Graceful Graphs: cpsupport
  • N06 Bottle Filling
  • N07 Nomystery: symmetrybreaking
  • N08 Sokoban: xsb, symmetrybreaking
  • N09 Ricochet Robots
  • N12 Strategic Companies
  • O10 Crossing Minimization: xsb, cpsupport
  • O11 Reachability: liftedunitpropagation off, lazy grounding
  • O13 Solitaire: cpsupport
  • O14 Weighted Sequence Problem: cpsupport, groundwithbounds off, liftedunitpropagation off
  • O15 Stable Marriage: xsb, cpsupport
  • O16 Incremental Scheduling: symmetrybreaking, xsb, cpsupport

References

  • Participant URL.

  • Wittocx J., Marien M. and Denecker M., The idp system: a model expansion system for an extension of classical logic. LASH 2008.

ASP Competition 2013: Participants\IDP3 (last edited 2013-05-24 17:47:22 by FrancescoCalimeri)