$```$

main.m & O

global Ki

global Z

$\%$ Population size and stoppoing condition

pop$\_$size$=30$;

ma: iter$=100$;

$\%$ Define your objective function's details here

fobj $=$ @ObjectiveFunction;

variables$\_$no$=10$;

lower$\_$bound$=1000$; $\%$ can be a vector too

upper$\_$bound$=5000$; $\%$ can be a vector too

Function$\_$name$=\text{'}$Fl$\text{'}$;

$[$Silverback$\_$Score,Silverback, convergence$\_$curve$]=$GTO$($pop$\_$size,max$\_$iter,lower$\_$bound,upper$\_$bound,variables$\_$no$,$fobj$)$;

figure

$\%$ Best optimal values for the decision variables

subplot$(1,2,1)$

parallelcoords$($Silverback$)$

xlabel$(\text{'}$Decision variables'$)$

$```$