unit1.~pas

很好运筹学的DEOPHI原代码.包括动态规划,原始单纯形法,对策论,决策论等

unit Unit1;

interface

uses
  Windows, Messages, SysUtils, Variants, Classes, Graphics, Controls, Forms,
  Dialogs, StdCtrls, ExtCtrls, Grids, Buttons;

type
  TForm1 = class(TForm)
    Panel2: TPanel;
    Label2: TLabel;
    Label3: TLabel;
    Edit1: TEdit;
    Edit2: TEdit;
    BitBtn1: TBitBtn;
    BitBtn2: TBitBtn;
    Panel3: TPanel;
    Label5: TLabel;
    StringGrid1: TStringGrid;
    BitBtn3: TBitBtn;
    BitBtn4: TBitBtn;
    RadioGroup1: TRadioGroup;
    RadioButton1: TRadioButton;
    RadioButton2: TRadioButton;
    Panel4: TPanel;
    Label6: TLabel;
    Label7: TLabel;
    Label8: TLabel;
    Edit3: TEdit;
    Edit4: TEdit;
    Edit5: TEdit;
    Panel1: TPanel;
    Label1: TLabel;
    procedure BitBtn2Click(Sender: TObject);
    procedure BitBtn1Click(Sender: TObject);
    procedure BitBtn3Click(Sender: TObject);
    procedure BitBtn4Click(Sender: TObject);
  private
    { Private declarations }
  public
    { Public declarations }
  end;
type array2=array[1..99,1..99] of real;  //声明一个二维实型的数组类型
type array1=array[1..99] of real;        //声明一个一维实型的数组类型
type array10=array[1..99] of integer;    //声明一个一维整型的数组类型

var
  Form1: TForm1;
  i,j,k,l,m,n:integer;
  s:real;
  a:array2;  //a为二维实型的数组类型变量
  c:array1;  //c为一维实型的数组类型变量
  d:array10; //d为一维整型的数组类型变量

implementation

{$R *.dfm}

procedure TForm1.BitBtn2Click(Sender: TObject);
begin
  edit1.Text:='';
  edit2.Text:='';
end;

procedure TForm1.BitBtn1Click(Sender: TObject);
begin
  m:=strtoint(edit1.text);
  n:=strtoint(edit2.Text);
  stringgrid1.RowCount:=m+1;  //stringgrid1控件的行数（包括固定行）
  stringgrid1.ColCount:=n+1;  //stringgrid1控件的列数（包括固定列）
  for i:=1 to m do
  begin
    stringgrid1.Cells[0,i]:='A'+inttostr(i);  //在stringgrid1的边框上写上行标（即方案编号）
  end;
  for j:=1 to n do
  begin
    stringgrid1.Cells[j,0]:='s'+inttostr(j);  //在stringgrid1的边框上写上列标（即状态编号）
  end;
end;

procedure TForm1.BitBtn3Click(Sender: TObject);
begin
  for i:=1 to m  do
    begin
      for j:=1 to n do
        a[j,i]:=strtofloat(stringgrid1.cells[j,i]);
               //将stringgrid中所输入的矩阵数据映射到二维熟组中
    end;
end;

procedure TForm1.BitBtn4Click(Sender: TObject);
begin
  if radiobutton1.Checked then  //以下是对决策目标为效益最大时的程序
  begin
    edit3.Text:='  ';
    for i:=1 to m do
    begin
      c[i]:=a[1,i];
      for j:=1 to n do
      begin
        if a[j,i]>c[i] then c[i]:=a[j,i];  //c[i]是第i行中的最大值
      end;
      edit3.text:=edit3.Text+' '+floattostr(c[i]);  //输出每一行中的最大值
    end;

    k:=1;
    d[k]:=1;
    s:=c[1];
    edit4.Text:='';
    for i:=2 to m do
    begin
      if c[i]=s then
      begin
        d[k+1]:=i;
        k:=k+1;
      end;

      if c[i]>s then
      begin
        s:=c[i];
        d[1]:=i;
        k:=1;
      end;
    //求出各行最大值中的最大值s 和该行的行标号d[k] 要考虑重复
    end;
    l:=k;
    edit4.Text:='   '+floattostr(s);  //输出乐观法所得的最佳益损值

    edit5.Text:='';
    for k:=1 to l do
    begin
      edit5.Text:=edit5.text+'  '+'方案'+inttostr(d[k]);
    end;
    //输出最佳方案编号
  end;
  //至此当决策目标为效益最大时程序结束

  //以下是当决策目标为损失最小时的程序
  if radiobutton2.Checked then
  begin
    edit3.Text:='  ';
    for i:=1 to m do
    begin
      c[i]:=a[1,i];
      for j:=1 to n do
      begin
        if a[j,i]<c[i] then c[i]:=a[j,i];
      end;
      edit3.text:=edit3.Text+' '+floattostr(c[i]);
    end;

    k:=1;
    d[k]:=1;
    s:=c[1];
    edit4.Text:='';
    for i:=2 to m do
    begin
      if c[i]=s then
      begin
        d[k+1]:=i;
        k:=k+1;
      end;

      if c[i]<s then
      begin
        s:=c[i];
        d[1]:=i;
        k:=1;
      end;
    end;
    l:=k;
    edit4.Text:='   '+floattostr(s);

    edit5.Text:='';
    for k:=1 to l do
    begin
      edit5.Text:=edit5.text+'  '+'方案'+inttostr(d[k]);
    end;
    //至此当决策目标为损失最小时程序结束
  end;
end;

end.