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  • 数学建模算法(一):线性规划

    1.(DVD

    式子

    代码

    MODEL:
    SETS:
    CN/C1..C1000/:B;
    DN/D1..D100/:DVNUM;
    LINKS(CN,DN):SATI,X;
    ENDSETS
    DATA:
    SATI,DVNUM=@OLE('D:LINGODATA2005table2.xlsx');
    @OLE('D:LINGODATA2005table2.xlsx','X','B')= X,B;
    @TEXT()=@STATUS();
    ENDDATA
    SA=@SUM(LINKS(I,J):
    @IF(SATI(I,J) #EQ# 0,0,1)*X(I,J)*(11-SATI(I,J)));
    NUM=@SUM(CN(I):B(I));
    MAX=SA;
    @FOR(LINKS(I,J):@BIN(X(I,J)));
    @FOR(CN(I):@BIN(B(I)));
    @FOR(DN(J):@SUM(CN(I):X(I,J))<=DVNUM(J));
    @FOR(CN(I):@SUM(DN(J):X(I,J))<=B(I)*3);
    
    END

    2.

    MODEL:
    SETS:
    CN/C1..C1000/:A;
    DN/D1..D100/:NUM;
    LINKS(CN,DN):SATI,Y;
    
    ENDSETS
    DATA:
    SATI=@OLE('D:LINGODATA2005table3.xlsx');
    @OLE('D:LINGODATA2005table3.xlsx','Y','A','NUM')= Y,A,NUM;
    ENDDATA
    SA=@SUM(LINKS(I,J):
    @IF(SATI(I,J)#EQ#0 ,0,1)*Y(I,J)*(11-SATI(I,J)));
    
    MAX=SA;
    @FOR(LINKS(I,J):@BIN(Y(I,J)));
    @FOR(CN(I):@BIN(A(I)));
    @SUM(CN(I):A(I))=950;
    @FOR(CN(I):@SUM(DN(J):Y(I,J))=A(I)*3);
    @FOR(DN(J):NUM=@SUM(CN(I):Y(I,J)));
    END

     3.(2014D研究生

    MODEL:
    SETS:
    ZN/Z1..Z23/:X;  ! 23种;
    YN/Y1..Y20/:CONT,EAT,LIMIT;  ! 20种;
    DN/D1..D16/;  !16区域;
    PINKS(ZN,DN):PRI;
    LINKS(ZN,YN):NUTR;
    ENDSETS
    
    DATA:
    NUTR,PRI,CONT,LIMIT=@OLE('D:LINGODATAYAN2014E_3.xlsx');
    N=15;
    @OLE('D:LINGODATAYAN2014E_3.xlsx',X_15,EAT_15)= X,EAT;
    ENDDATA
    
    SA=@SUM(ZN(I):PRI(I,N)*X(I));
    MIN=SA;
    @FOR(YN(J):EAT(J)=@SUM( ZN(I):@IF(PRI(I,N)#EQ#100000,0,1)*NUTR(I,J)*X(I) ));
    @FOR(YN(J):EAT(J) >= CONT(J) );
    @FOR(YN(J):EAT(J) < LIMIT(J) );
    
    END
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  • 原文地址:https://www.cnblogs.com/pursuit1996/p/5149478.html
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