CS0246, CS1502, CS1503, CS1026

class Optimize
{
    FuzzyNumber4 X4= new FuzzyNumber4(3724000,3920000,4116000);
    FuzzyNumber4 X5= new FuzzyNumber4(59850,63000,66150);
    FuzzyNumber4 Cost(FuzzyNumber4 X1, FuzzyNumber4 X2, FuzzyNumber4 X3)
    {
        FuzzyNumber4 Y;
        Y= 181.5*X1+190.5*X2+200*X3;
        return Y;
    }
    bool Constraintssatisfied(FuzzyNumber4 X1, FuzzyNumber4 X2, FuzzyNumber4 X3, FuzzyNumber4 X4, FuzzyNumber4 X5, FuzzyNumber4 X6, FuzzyNumber4 X7, FuzzyNumber4 X8, FuzzyNumber4 X9,  FuzzyNumber4 X10, FuzzyNumber4 X11, FuzzyNumber4 X12, FuzzyNumber4 X13, FuzzyNumber4 X14, FuzzyNumber4 X15)
    {
                if((-0.08*X4+X6).ToDouble()>=0) return true;                    
            if((-0.09*X4+X6).ToDouble()<=0) return true; 
 
 
 
        if((-0.27*X4+X11).ToDouble()>=0) return true; 
                if((-0.29*X4+X11).ToDouble()<=0) return true; 
 
 
        if((-0.33*X4+X7).ToDouble()>=0) return true; 
        if((-0.38*X4+X7).ToDouble()<=0) return true; 
 
        if((-0.05*X5-0.05*X6+X8).ToDouble()>=0) return true; 
        if((-0.1*X5-0.1*X6+X8).ToDouble()<=0) return true; 
 
 
 
            if((-0.9*X5-0.9*X6+X9).ToDouble()>=0) return true; 
        if((-0.95*X5-0.95*X6+X9).ToDouble()<=0) return true; 
 
        if((-0.83*X9+X10).ToDouble()>=0) return true; 
        if((-0.85*X9+X10).ToDouble()<=0) return true; 
 
        if((-0.9183*X11+X12).ToDouble()<=0) return true; 
        if((-0.0817*X11+X12).ToDouble()>=0) return true; 
 
        if((-0.22*X7+X13).ToDouble()>=0) return true; 
        if((-0.78*X7+X13).ToDouble()<=0) return true; 
 
        if((-0.12*X13+X14).ToDouble()>=0) return true; 
        if((-0.17*X13+X14).ToDouble()<=0) return true; 
 
        if((-0.4*X12+X15).ToDouble()>=0) return true; 
        if((-0.42*X12+X15).ToDouble()<=0) return true;
 
 
        if((X1-0.09*X8-0.09*X10-0.09*X14-0.09*X15).ToDouble()>=0) return true; 
        if((X1-0.11*X8-0.11*X10-0.11*X14-0.11*X15).ToDouble()<=0) return true; 
 
        if((X2-0.78*X8-0.78*X10-0.78*X14-0.78*X15).ToDouble()>=0) return true; 
        if((X2-0.8*X8-0.8*X10-0.8*X14-0.8*X15).ToDouble()<=0) return true; 
 
        if((X3-0.09*X8-0.09*X10-0.09*X14-0.09*X15).ToDouble()>=0) return true; 
        if((X3-0.11*X8-0.11*X10-0.11*X14-0.11*X15).ToDouble()<=0) return true; else return false;
 
    }
 
    static void Main()
    {
 
 
 
 
        DEOptimizer de;
    
            DEProblem problem= new Problem();
        de= new DEOptimizer(problem, 9).Optimize(10000, new DEControls(120, 0.9, 1.0), new DEBest1EXp(),
        new double[9]{ 91197.66, 91197.66, 91197.66, 790379.73, 790379.73, 790379.73, 91197.66, 91197.66, 91197.66 },
        new double[9]{ 111463.81, 111463.81, 111463.81, 810645.87, 810645.87, 810645.87, 111463.81, 111463.81, 111463.81 });
        FuzzyNumber4 X1opt;
        FuzzyNumber4 X2opt;
        FuzzyNumber4 X3opt;
        X1opt= new FuzzyNumber4(problem.Solution[0], problem.Solution[1], problem.Solution[2]);
            X2opt= new FuzzyNumber4(problem.Solution[3], problem.Solution[4], problem.Solution[5]);
        X3opt= new FuzzyNumber4(problem.Solution[6], problem.Solution[7], problem.Solution[8]);
        System.Console.WriteLine(X1opt);
        System.Console.WriteLine(X2opt);
        System.Console.WriteLine(X3opt);
        System.Console.Read();
    }
 
    
 
}
 
/*
X1 -> t[0], t[1], t[2]
X2 -> t[3], t[4], t[5]
X3 -> t[6]
*/
 
 
class Problem : DEProblem
{
    override public double Evaluate(double[] t)
    {
        if(ConstraintsSatisfied(new FuzzyNumber4(t[0],t[1],t[2]), new FuzzyNumber4(t[3],t[4],t[5]), new FuzzyNumber4(t[6],t[7],t[8])) return Cost(new FuzzyNumber4(t[0],t[1],t[2]), new FuzzyNumber4(t[3],t[4],t[5]), new FuzzyNumber4(t[6],t[7],t[8]));
        else return 1000000000000;
    }
}