NLINCON | NLC constraint <, constraint ...> ;

where constraint represents one of the following:
number operator variable-list number operator
variable-list operator number
number operator variable-list

You can specify nonlinear equality and inequality constraints with the NLINCON or NLC statement. The QUANEW optimization subroutine is used when you specify nonlinear constraints by using the NLINCON statement.

The syntax of the NLINCON statement is similar to that of the BOUNDS statement, except that the NLINCON statement must contain the names of variables that are defined in the programming statements and are defined as continuous functions of parameters in the model. They must not be confused with the variables in the data set.

As with the BOUNDS statement, one- or two-sided constraints are allowed in the NLINCON statement; equality constraints must be one-sided. Valid operators are , <, , >, and or, equivalently, LE, LT, GE, GT, and EQ.

PROC CALIS cannot enforce the strict inequalities < or > but instead treats them as and , respectively. The listed nonlinear constraints must be separated by commas. The following is an example of the NLINCON statement that constrains the nonlinear parametric function , which is defined in a programming statement, to a fixed value of 1:

   nlincon    xx = 1;
   xx = x1 * x1 + u1;

Note that x1 and u1 are parameters defined in the model. The following three NLINCON statements, which require xx1, xx2, and xx3 to be between 0 and 10, are equivalent:

   nlincon  0. <= xx1-xx3,
                  xx1-xx3 <= 10;
   nlincon 0. <= xx1-xx3 <= 10.;
   nlincon 10. >= xx1-xx3 >= 0.;