optimization of the classical method, which is the fourth example, a total of six ways in which the.

No4__ nonlinear function\BFGS.asv
........................\BFGS.m
........................\DFP.asv
........................\DFP.m
........................\flecher method.asv
........................\flecher.asv
........................\flecher.m
........................\gradient.asv
........................\gradient.m
........................\hessian.m
........................\lamgra.asv
........................\lamgra.m
........................\main1.asv
........................\marquardt.asv
........................\marquardt.m
........................\myfun.m
........................\newton.asv
........................\newton.m
........................\steepestdescend.asv
........................\steepestdescend.m
No4__ nonlinear function

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