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Logarithmic Optimization Problem

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  • David Torres Sanchez
    • Gurobi Staff

    Hi Xiao,

    Can you try using the latest version (v11.0.1) and setting the parameter FuncNonlinear=1 (instead of the ones you are setting)

    Cheers, 
    David

    0
  • XIAO ROU YU
    • Gurobi-versary
    • First Comment
    • First Question

    Hi David,

    I already use the latest version(v11.0.1) and setting the parameter

    model.Params.FuncNonlinear=1
    But still got the same results...
     
    I wonder if my origin code is wrong?
     
    Here's my output:
     
    I noticed that there are gap 0.0011%
     
    Thank you!
    0
  • David Torres Sanchez
    • Gurobi Staff

    Hi Xiao,

    Thanks for the extra output. When creating variables the default lower bound is 0.
    Hence that solution is not allowed, if we allow the \(\texttt{y}\) variable to be negative:

    y1 = model.addVar(name="y1", lb=-1000)
    y2 = model.addVar(name="y1", lb=-1000) # Only this one is needed

    We get (roughly) the expected result:

    Best objective 1.933075925509e-03, best bound 1.933093487611e-03, gap 0.0009%
    optimal value w: [[9.99996442e-01], [3.55767355e-06]]

    Cheers, 
    David

    0
  • XIAO ROU YU
    • Gurobi-versary
    • First Comment
    • First Question

    Hi David,

    Thanks a lot !

    "When creating variables the default lower bound is 0."

    This is very helpful for me.

    But I still want to ask why there are nonzero gap?

    0
  • David Torres Sanchez
    • Gurobi Staff

    Hi Xiao,

    This is lower than the default MIPGap (1e-4).

    You are right, setting the MIPGap explicitly to 0 we get:

    Best objective 1.933093486649e-03, best bound 1.933093486649e-03, gap 0.0000%
    optimal value w: [[1.], [0.]]

    Cheers, 
    David

    0

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