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Assessing Both Solution Diversity and Solution Quality in Constraint Programming

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HAL Id: hal-01238448

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Submitted on 9 Dec 2015

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Assessing Both Solution Diversity and Solution Quality

in Constraint Programming

Thierry Petit, Andrew C. Trapp

To cite this version:

Thierry Petit, Andrew C. Trapp. Assessing Both Solution Diversity and Solution Quality in Constraint

Programming. 2015 INFORMS Computing Society Conference, Dec 2015, Richmond, United States.

�hal-01238448�

(2)

 

Assessing  Both  Solution  Diversity  and  Solution  Quality  in  Constraint  Programming  

 

Thierry  Petit  and  Andrew  C.  Trapp    

Techniques   for   solving   optimization   problems   naturally   prioritize   the   value   of   an   objective   function,   typically  producing  a  single  solution.  While  this  is  essential  from  the  optimality  point  of  view,  there  are   scenarios  where  it  may  be  advantageous  to  consider  multiple  solutions,  as  distinct  as  possible  from  one   another.  Unfortunately,  constraint-­‐based  techniques  that  can  be  used  to  generate  diverse  solutions  are   designed   for   satisfaction   problems.   They   do   not   assess   objective   quality.   In   this   work,   we   tackle   this   issue   with   a   generic   paradigm   for   assessing   both   solution   diversity   and   solution   quality,   that   can   be   implemented  in  most  existing  solvers.  As  there  is  no  requirement  for  the  initial  solution  to  be  optimal,   there   is   therefore   no   theoretical   restriction   on   solving   large   problems,   using   for   instance   Large   Neighborhood  Search.  We  show  that  our  technique  can  be  specialized  to  produce  diverse  solutions  of   high   quality   in   the   context   of   over-­‐constrained   problems.   Furthermore,   our   paradigm   allows   us   to   consider   diversity   from   a   different   point   of   view,   based   on   generic   concepts   expressed   by   global   constraints.  Our  experiments  yield  encouraging  computational  results.  

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