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  • 大小: 4KB
    文件類型: .cpp
    金幣: 1
    下載: 0 次
    發布日期: 2021-05-30
  • 語言: C/C++
  • 標簽: 無約束??

資源簡介

最優化算法的無約束算法程序,包括單純形法等

資源截圖

代碼片段和文件信息

#include?
#include?
int?const?n=2;?
double?fun(double?x[n]);?
void?compare(double?x[n+1][n]double?LGH[3][n]double?LGH_tap[3]);//在調用之前LGH先給x[n+1]賦值?
double?H(double?x[n+1][n]double?LGH[3][n]double?c);//判別準則?
void?zx(double?x[n+1][n]double?LGH[3][n]double?LGH_tap[3]double?xn_1[n]double?xn_2[n]);?
void?main()?
{?
double?x[n+1][n]={0};?
double?c=0.001;?
double?a=2;?
double?b=0.75;?
double?LGH[3][n]={0};?
double?LGH_tap[3]={0};?
double?xn_1[n]={0};?
double?xn_2[n]={0};?
double?xn_3[n]={0};?
double?xn_4[n]={0};?
int?ijtap=0;?
//給出一個初始點X0X1X2?
x[0][0]=8;x[0][1]=9;?
x[1][0]=10;x[1][1]=9;?
x[2][0]=8;x[2][1]=11;?
cout<<“初始點:“< for(i=0;i {?
cout<<“x[“< for(j=0;j {?
cout< if(j!=n-1)?
cout<<““;?
}?
cout<<“)“< }?
compare(xLGHLGH_tap);//返回XlXhXg及它們在x[n+1][n]中的下標?
zx(xLGHLGH_tapxn_1xn_2);//返回中心X(n+1)和反射點X(n+2)?
while(H(xLGHc)==0)?
{?
if(fun(xn_2) {?
for(i=0;i {?
xn_3[i]=xn_1[i]+a*(xn_2[i]-xn_1[i]);//擴張?
}?
if(fun(xn_3) {?
for(i=0;i {?
x[int(LGH_tap[2])][i]=LGH[2][i]=xn_3[i];?
}?
//goto?step?2;?
}?
else?
{?
for(i=0;i {?
x[int(LGH_tap[2])][i]=LGH[2][i]=xn_2[i];?
}?
//goto?step?2;?
}?
}?
else??
{?
if(fun(xn_2) {?
for(i=0;i {?
xn_4[i]=xn_1[i]+b*(xn_2[i]-xn_1[i]);//壓縮?
}?
//goto?step?2;?
}?
else??
{?
for(i=0;i {?
xn_4[i]=xn_1[i]-b*(xn_2[i]-xn_1[i]);//壓縮?
}?
}?
if(fun(xn_4) {?
for(i=0;i { ?
x[int(LGH_tap[2])][i]=LGH[2][i]=xn_4[i];?
}?
}?
else//縮邊?
{?
cout<<“進行縮邊。“< for(i=0;i {?
if(i==LGH_tap[0])?
continue;?
for(j=0;j {?
x[i][j]=(LGH[0][j]+x[i][j])/2;?
}?
}?
} ?
}?
compare(xLGH

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