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Name to specific fit


Minimizing the sum of absolute values with a linear solverForbidden range for a linear programming variableProgram to find closest function to fit arbitrary dataMultilinear fit vs Polynomial fitcalculating least squares fitNon-linear regression fitHow can I achieve “multi-step” linear programming modelling?Is there a curve fitting algorithm that focuses on fitting one part of the curve well rather than trying to make a good general fit?How to minimize a function following an asymptotic pattern?How well does a model fit a subset of the original dataset?













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I have been looking for the name of a specific fit.
I was in need of a function that minimized the error (L1) between the function and the observed values but the function must be greater than or equal to the observed values. I was able to do this using a linear program.
Minimize E such that Ax > b and Ax - E = b










share|cite|improve this question









$endgroup$

















    0












    $begingroup$


    I have been looking for the name of a specific fit.
    I was in need of a function that minimized the error (L1) between the function and the observed values but the function must be greater than or equal to the observed values. I was able to do this using a linear program.
    Minimize E such that Ax > b and Ax - E = b










    share|cite|improve this question









    $endgroup$















      0












      0








      0





      $begingroup$


      I have been looking for the name of a specific fit.
      I was in need of a function that minimized the error (L1) between the function and the observed values but the function must be greater than or equal to the observed values. I was able to do this using a linear program.
      Minimize E such that Ax > b and Ax - E = b










      share|cite|improve this question









      $endgroup$




      I have been looking for the name of a specific fit.
      I was in need of a function that minimized the error (L1) between the function and the observed values but the function must be greater than or equal to the observed values. I was able to do this using a linear program.
      Minimize E such that Ax > b and Ax - E = b







      linear-programming regression






      share|cite|improve this question













      share|cite|improve this question











      share|cite|improve this question




      share|cite|improve this question










      asked Mar 13 at 15:24









      Matt SchrammMatt Schramm

      11




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