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author | RemyaDebasis | 2018-07-23 20:01:22 +0530 |
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committer | RemyaDebasis | 2018-07-23 20:01:22 +0530 |
commit | 69460c03b8b53068d60fd08d3180efc91e627603 (patch) | |
tree | 1689256f9ca4b9ce8076d3da8d5dac1b76963859 /code/fminbnd/Chichinadze.sce | |
parent | f2539f26af7794da4ea4ccd8ae5ec2c753e94212 (diff) | |
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-rw-r--r-- | code/fminbnd/Chichinadze.sce | 64 |
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diff --git a/code/fminbnd/Chichinadze.sce b/code/fminbnd/Chichinadze.sce new file mode 100644 index 0000000..efd79f2 --- /dev/null +++ b/code/fminbnd/Chichinadze.sce @@ -0,0 +1,64 @@ +//Reference: Ernesto P. Adorio and U.P. Diliman,"MVF - Multivariate Test Functions +//Library in C for Unconstrained Global Optimization",2005, +//http://www.geocities.ws/eadorio/mvf.pdf, Last accessed, 11th June 2018 +//Example: The 2-dimensional function mvfChichinadze computes +//f = x1^2 - 12*x1 + 11 + 10*cos(%pi/2*x1)) + 8*sin(5*%pi*x1)) - 1/sqrt(5)*exp(-(x2)-0.5)^2/2) +//with domain −30 ≤ x0 ≤ 30, −10 ≤ x1 ≤ 10. The global minimum is 43.3159 at (5.90133, 0.5). +// + +clc; +//Objective Function +function f = Chichinadze(x) + f = x(1)^2 - 12*x(1) + 11 + 10*cos(%pi/2*x(1)) + 8*sin(5*%pi*x(1)) - 1/sqrt(5)*exp(-(x(2)-0.5)^2/2) +endfunction + +//Lower bound on the variables +x1 = [-30 -10]; +//Upper bound on the variables +x2 = [30 10]; + +Maxit = 1500; +CPU = 100; +Tolx = 1e-6; + +mprintf('The termination criteria is as follows: Maximum Iterations = %d, Maximum CPU time = %d, Tolerance on solution = %f',Maxit,CPU,Tolx); + +//Options structure +options=list("MaxIter",Maxit,"CpuTime", CPU,"TolX",Tolx) + +[xopt,fopt,exitflag,output,lambda]=fminbnd(Chichinadze,x1,x2,options) + +// Result representation +clc; +select exitflag +case 0 + disp("Optimal Solution Found") + disp(xopt',"The optimum solution obtained is") + disp(fopt,"The objective function value is") +case 1 + disp("Maximum Number of Iterations Exceeded. Output may not be optimal") + disp(xopt,"The solution obtained") + f = Chichinadze(xopt) + disp(f,"The objective function value is") +case 2 + disp("Maximum CPU Time exceeded. Output may not be optimal") + disp(xopt,"The solution obtained") + f = Chichinadze(xopt) + disp(f,"The objective function value is") +case 3 + disp("Stop at Tiny Step") + disp(xopt,"The solution obtained") + f = Chichinadze(xopt) + disp(f,"The objective function value is") +case 4 + disp("Solved To Acceptable Level") + disp(xopt,"The solution obtained") + f = Chichinadze(xopt) + disp(f,"The objective function value is") +case 5 + disp("Converged to a point of local infeasibility") + disp(xopt,"The solution obtained") + f = Chichinadze(xopt) + disp(f,"The objective function value is") +end +disp(output) |