Code covered by the BSD License  

Highlights from
Modified harmony search optimisation with linearly decreasing PAR and exponentially decreasing bw

  • hump=test3(x) Hump test function which has 2 decision variables, has no local optima.
  • rastrigin=test4(x) Rastrigin test function which has n decision variables, has several local optima.
  • rosenvalue=test1(x) Rosenbrock test function which has n decision variables and several local optima. global optimum
  • s=test11(x) "Trid test function which has n decision variables, has no local optima.
  • s=test8(x) "Zakharov test function which has n decision variables, has no local optima.
  • s=test9(x) "Griewank test function which has n decision variables, has several local optima.
  • schwefel=test5(x) Schwefel test function which has n decision variables, has several local optima.
  • shubert=test6(x) Shubert test function which has 2 decision variables, has several local optima.
  • sphere=test2(x) Sphere test function which has n decision variables, has no local optima.
  • sum=test10(x) "Powel test function which has n decision variables, has no local optima.
  • sum=test7(x) "Sum squares test function which has n decision variables, has no local optima.
  • runHS.mThis code has been developped by Dr "Ahmad Rezaee Jordehi" and Ms Zoleikha Ahmadi Jirdehi. For any question on this code, the researchers can
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Modified harmony search optimisation with linearly decreasing PAR and exponentially decreasing bw

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This code applies harmony search with linearly decreasing PAR and exponentially decreasing bw.

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This code has been developped by Dr Ahmad Rezaee Jordehi" and Ms Zoleikha Ahmadi Jirdehi. For any question on this code, the researchers can
% contact: ahmadrezaeejordehi@gmail.com

For runing the algorithm, just run the m.file "runHS" .

MATLAB release MATLAB 7.6 (R2008a)
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