Easy algorithm in C++ to treat random data.

Given a binary sequence, the following algorithm counts how many voltage increases there are in a certain period of time.

Note: let 1 be a tiny voltage increase and 0 a constant voltage. Somehow (at present I don’t know how to do it), real data ought to be correctly processed so as to get a real analysis of what is happening in the quantum scale; in order not to complicate this algorithm, let’s suppose a random database created in Excel, for instance.

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#include <iostream>

#include <math.h>

using namespace std;

void main (void)

{

            int i,j,var1,var2cont1,cont2,nrows,ncolumns,totaldata,percent1,percent2;

            int matrix[1000][1000];

  cout<<”(Please copy and paste the binary sequence considered in a certain period of time and type  it as a matrix)”<<endl;

  cout<<”Type the number of rows :”<<endl;

  cin>>nrows;

  cout<<”Type the number of columns :”<<endl;

  cin>>ncolumns;

  for (i=0;i<nrows;i++)

  {

              for (j=0;j<ncolumns;j++)

              {

                          cout<<”Type element [i+1][j+1]: “<<endl;

                          cin>>matrix[i][j];

              }

  }

  cout<<”Input matrix: “<<endl;

  for (i=0;i<nrows;i++)

  {

              for (j=0;j<ncolumns;j++)

              {

                          cout<<matrix[i][j]<<” “;

              }

              cout<<endl;

  }

var1=0;

var2=0;

for (i=0;i<nrows;i++)

{

            for (j=0;j<ncolumns;j++)

            {

                       if (matrix[i][j]==1)

                                   {

                                               var1++;

                                   }

                       else

                                   {

                                               var2++;

                                   }

            }  cont1=var1;
                cont2=var2;        

}

            totaldata=nrows*ncolumns;

            int a=cont1/totaldata;

            percent1=a*100;

            int b=cont2/totaldata;

            percent2=b*100;

            cout<<”Conclusion: “<<percent1<< ” % of times seems to have been a voltage increase, whereas  

“ << percent2 << ” % of times it’s very likely to have been a constant voltage.” <<endl;

            system (“pause”);

}