## PartSwamOpt(fun, funCInEq, funCEq, lb, ub, penalty, popsize, maxiter, maxrun)

version 3.1.0.0 (7.18 KB) by
Function for searching for minimizer of a function

Updated 19 Aug 2017

% This minimizes the function fun, subject to the inequality constraints
% funCInEq and Equality constrants funCEq within the hyperbox between lb
% and ub
% fun = function handle for the function to be minimized
% funCInEq = function handle for the inequality condition (set to
% empty matrix when there is no inequality condition)
% funCEq = function handle for the equality condition (set to
% empty matrix when there is no equality condition)
% lb = vector of lower bounds
% ub = vector of upper bounds
% penalty = scale violation of constrain conditions (usually between 10
% and 100)
% popsize = population size (usually 30 to 50)
% maxiter = maximum iteration(less than 500)
% maxrun = maximum number of runs( 10 or less)
%% %%%%%%%%%%%%%%%% Examples %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% 1.
% Roosenbrook = @(x) (1 - x(1))^2 + 100*(x(2) - x(1)^2)^2;
% PartSwamOpt(Roosenbrook, [], [], [-2;-1], [2;3], 0, 30, 500, 10);
% 2.
% Adjiman = @(x) cos(x(1))*sin(x(2)) – x(1)/(x(2)^2 + 1);
% PartSwamOpt(Adjiman, [], [], [-1;-1], [2;1], 0, 30, 500, 10);
% 3.
% Beale = @(x) (1.5-x(1) + x(1)*x(2))^2 + (2.25-x(1) + x(1)*x(2)^2)^2 + (2.625-x(1) + x(1)*x(2)^3)^2;
% PartSwamOpt(Beale, [], [], [-1;-1], [2;1], 0, 30, 500, 10);

### Cite As

Lateef Adewale Kareem (2022). PartSwamOpt(fun, funCInEq, funCEq, lb, ub, penalty, popsize, maxiter, maxrun) (https://www.mathworks.com/matlabcentral/fileexchange/58034-partswamopt-fun-funcineq-funceq-lb-ub-penalty-popsize-maxiter-maxrun), MATLAB Central File Exchange. Retrieved .

##### MATLAB Release Compatibility
Created with R2012b
Compatible with any release
##### Platform Compatibility
Windows macOS Linux