Include a user function in a nonlinear constraint.

A nonlinear expression which may form part of any nlctr.

The following example shows how to implement a negative cosine function.

model "SimpleUF"
 uses "mmxnlp"
 declarations
  obj: nlctr
  x: mpvar
  MinusSine: userfunc
 end-declarations

! Creation and assignment of the user function
 MinusSine := userfuncMosel("MinusSineImplementation")
! which can then be embedded into any nonlinear expression
 obj := F(MinusSine,x)
 minimize(obj)

 function MinusSineImplementation (x:real): real
  returned := -sin(x)
 end-function
end-model
    

User functions allow extremely complex, recursive or non-algebraic expressions to be included in nonlinear formulae. As such they may make use of simulators or other black box evaluators. The actual parameters to a user function depend upon the way it is bound to the model by the F function. Please see the chapter on user functions for more details. Each user function instance defined by the means of the F function must share the same argument syntax structure, however the actual formula content may differ: e.g. if a function takes an array of nonlinear expressions as input arguments, each instance of the function corresponding to the same definition based on the same F instance must have the same underlying array structure, although the expressions stored in them may differ. If a separate F instance is used using the same function implementation, this rule does not apply. Also note, that for Mosel to be able to correctly cross reference the sets used in the definition of an array, the sets must be named.

userfuncDLL, userfuncMosel, userfuncExcel, userfuncExcelMacro.

mmxnlp