:Ŵ㷨Ŀ꺯Сֵ

ʽ: 
[ax,min]=nlinSolveMinGA(f,Xname,x0,NBird,LoopSum,ErrorN,MaxX,MinX) 
[ax,min]=nlinSolveMinGA(f,Xname,x0,NBird,LoopSum,ErrorN,MaxX) 
[ax,min]=nlinSolveMinGA(f,Xname,x0,NBird,LoopSum,ErrorN) 
[ax,min]=nlinSolveMinGA(f,Xname,x0,NBird,LoopSum) 
[ax,min]=nlinSolveMinGA(f,Xname,x0,NBird) 
[ax,min]=nlinSolveMinGA(f,Xname,x0) 
[ax,min]=nlinSolveMinGA(f,Xname) 

f:ű洢Ŀ꺯ʽ
Xname:ű洢,ÿԶŷָ 
x0:ӦXnameĳʼֵ,x0Ϊ,XnameӦx0ΪһݣÿXnameʼֵx0ΪűÿʼֵԶŷָĬ100ʼx0 
Nbird:Ⱥ,ĬΪ128 
LoopSum:ѭ,ĬΪ3000 
ErrorN:Ʊ,Ĭ256
MaxX:,Xnamen,MaxAҲn,ÿݶӦXnameĸ,ֵʾϲֵ.ֵΪ,ϱֵΪֵ.ĬΪ10000 
MinX:,Xnamen,MinAҲn,ÿݶӦXnameĸ,ֵʾϲֵ.ֵΪ,ϱֵΪֵ.ĬΪ-10000 

ax:õĽ 
min:صõСֵ

˵:ıֻм򵥵ķΧԼ,Լ,ʹú{nlinProgIntGA<\nlinProgIntGA>}

ԭ: ڲ{nlinSolve<\nlinSolve>}

: 
//ʽ (x-5)^2+(y-6)^2+4 Сֵ,Сֵx=5,y=6ʱȡ4


f = "(x-5)^2+(y-6)^2+4";x = "x,y";[a,m]=nlinSolveMinGA(f,x)//سõ½
a =
[ 4.99999999923400    5.99999998546840 ]
m =
[ 4.00000000000000 ]

