Calculating a solution for an objective function based on two objective functions

A method comprising:

• acquiring an initial candidate optimizing a third objective function, the third objective function including a first objective function associated with a first physical property, and a second objective function associated with a second physical property having a relationship to the first physical property;
• obtaining a first solution optimizing the second objective function under a constraint corresponding to a value of the first objective function, and a second solution optimizing the first objective function using the first solution, wherein the second solution is assigned as the constraint in a next iteration of obtaining the plurality of candidates;
• and
• selecting, as an optimization solution for the third objective function, one of the plurality of candidates associated with an optimized relationship between the first physical property and the second physical property, wherein the constraint is monotonically decreased to calculate the optimization solution for the third objective function corresponding to the constraint.

A computer program product comprising a non-transitory computer readable storage medium having program instructions embodied therewith, the program instructions executable by a computer to cause the computer to perform the method of:

• acquiring an initial candidate optimizing a third objective function, the third objective function including a first objective function associated with a first physical property, and a second objective function associated with a second physical property having a relationship to the first physical property;
• obtaining a first solution optimizing the second objective function under a constraint corresponding to a value of the first objective function, and a second solution optimizing the first objective function using the first solution, wherein the second solution is assigned as the constraint in a next iteration of obtaining the plurality of candidates;
• and
• selecting, as an optimization solution for the third objective function, one of the plurality of candidates associated with an optimized relationship between the first physical property and the second physical property, wherein the constraint is monotonically decreased to calculate the optimization solution for the third objective function corresponding to the constraint.