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Efficient matrix operator

Hi all, I use mat format to calculate an matrix, also i use traditions C++ calculate an matix. But I find out, mat format is very slowly.Could someone tell me reason and how to improve the efficiency. Any help is highly appreciated! Thanks:) Here is my code:

  1. traditions method where sw=src2.step,it almost costs 5 number of ticks/one cycle.

    for (int k=0;k<100;k++) { int A = getTickCount();
    for (int iwr = 0; iwr <= 11; iwr++ ) { /* Sub-Window 0 / for (int iwc =0; iwc <= 11; iwc++ ) { gray_val =src2.data[iwrsw+iwc]; sum[0] += gray_val; sum_sq[0] += gray_val * gray_val; }

          /* Sub-Window 1 */
       for (int iwc = 0; iwc <=11; iwc++ )
        {
         gray_val = src2.data[iwr*sw+iwc];
         sum[1] += gray_val;
         sum_sq[1] += gray_val * gray_val;
         }
        }
      int B = getTickCount(); 
       int c=B-A;
    

    }

2.it almost costs 138 number of ticks/one cycle.

for(int k=0;k<100;k++)
{
            int A = getTickCount(); 
            Mat ROIimage1(src2, Rect(ic-half_win,ir- half_win,r,r) );
            sum1=cv::sum(ROIimage1);
            cv::multiply(ROIimage1,ROIimage1,square1);
            sum_sq1=cv::sum(square1);
            int B = getTickCount(); 
            int c=B-A;
}

Efficient matrix operator

Hi all, I use mat format to calculate an matrix, also i use traditions C++ calculate an matix. But I find out, mat format is very slowly.Could someone tell me reason and how to improve the efficiency. Any help is highly appreciated! Thanks:) Here is my code:

  1. traditions method where sw=src2.step,it almost costs 5 number of ticks/one cycle.

     for (int k=0;k<100;k++)
     {
     int A = getTickCount(); 
    for (int iwr = 0; iwr <= 11; iwr++ ) { /* Sub-Window 0 / */ for (int iwc =0; iwc <= 11; iwc++ ) { gray_val =src2.data[iwrsw+iwc]; =src2.data[iwr*sw+iwc]; sum[0] += gray_val; sum_sq[0] += gray_val * gray_val; }

        }
    
                  /* Sub-Window 1 */
        for (int iwc = 0; iwc <=11; iwc++ )
         {
          gray_val = src2.data[iwr*sw+iwc];
          sum[1] += gray_val;
          sum_sq[1] += gray_val * gray_val;
          }
         }
       int B = getTickCount(); 
        int c=B-A;
     }
    

    }

2.it almost costs 138 number of ticks/one cycle.

for(int k=0;k<100;k++)
{
            int A = getTickCount(); 
            Mat ROIimage1(src2, Rect(ic-half_win,ir- half_win,r,r) );
            sum1=cv::sum(ROIimage1);
            cv::multiply(ROIimage1,ROIimage1,square1);
            sum_sq1=cv::sum(square1);
            int B = getTickCount(); 
            int c=B-A;
}

Efficient matrix operator

Hi all, I use mat format to calculate an matrix, also i use traditions C++ calculate an matix. But I find out, mat format is very slowly.Could someone tell me reason and ? And how to improve the efficiency. Any help is highly appreciated! Thanks:) Here is my code:

  1. traditions method where sw=src2.step,it almost costs 5 number of ticks/one cycle.

     for (int k=0;k<100;k++)
     {
        int A = getTickCount();  
        for (int iwr = 0; iwr <= 11; iwr++ )
            {
              /* Sub-Window 0 */
              for (int iwc =0; iwc <= 11; iwc++ )
                {
                 gray_val =src2.data[iwr*sw+iwc];
                 sum[0] += gray_val;
                 sum_sq[0] += gray_val * gray_val;
                 }
    
                  /* Sub-Window 1 */
               for (int iwc = 0; iwc <=11; iwc++ )
                {
                 gray_val = src2.data[iwr*sw+iwc];
                 sum[1] += gray_val;
                 sum_sq[1] += gray_val * gray_val;
                 }
                }
              int B = getTickCount(); 
              int c=B-A;
     }
    

2.it almost costs 138 number of ticks/one cycle.

for(int k=0;k<100;k++)
{
            int A = getTickCount(); 
            Mat ROIimage1(src2, Rect(ic-half_win,ir- half_win,r,r) );
            sum1=cv::sum(ROIimage1);
            cv::multiply(ROIimage1,ROIimage1,square1);
            sum_sq1=cv::sum(square1);
            int B = getTickCount(); 
            int c=B-A;
}

Efficient matrix operator

Hi all, I use mat format to calculate an matrix, also i use traditions C++ calculate an matix. But I find out, mat format is very slowly.Could someone tell me reason ? And how to improve the efficiency. Any help is highly appreciated! Thanks:) Here is my code:

  1. traditions method where sw=src2.step,it almost costs 5 number of ticks/one cycle.

     for (int k=0;k<100;k++)
     {
        int A = getTickCount();  
        for (int iwr = 0; iwr <= 11; iwr++ )
            {
              /* Sub-Window 0 */
              for (int iwc =0; iwc <= 11; iwc++ )
                {
                 gray_val =src2.data[iwr*sw+iwc];
                 sum[0] += gray_val;
                 sum_sq[0] += gray_val * gray_val;
                 }
    
                  /* Sub-Window 1 */
               for (int iwc = 0; iwc <=11; iwc++ )
                {
                 gray_val = src2.data[iwr*sw+iwc];
                 sum[1] += gray_val;
                 sum_sq[1] += gray_val * gray_val;
                 }
                }
              int B = getTickCount(); 
              int c=B-A;
     }
    

2.it almost costs 138 number of ticks/one cycle.

for(int k=0;k<100;k++)
{
            int A = getTickCount(); 
            Mat ROIimage1(src2, Rect(ic-half_win,ir- half_win,r,r) Rect(0,0,11,11) );
            sum1=cv::sum(ROIimage1);
            cv::multiply(ROIimage1,ROIimage1,square1);
            sum_sq1=cv::sum(square1);
            int B = getTickCount(); 
            int c=B-A;
}

Efficient matrix operator

Hi all, I use mat format to calculate an matrix, also i use traditions C++ calculate an matix. But I find out, mat format is very slowly.Could someone tell me reason ? And how to improve the efficiency. Any help is highly appreciated! Thanks:) Here is my code:

  1. traditions method where sw=src2.step,it almost costs 5 number of ticks/one cycle.

     for (int k=0;k<100;k++)
     {
        int A = getTickCount();  
        for (int iwr = 0; iwr <= 11; iwr++ )
            {
              /* Sub-Window 0 */
              for (int iwc =0; iwc <= 11; iwc++ )
                {
                 gray_val =src2.data[iwr*sw+iwc];
                 sum[0] += gray_val;
                 sum_sq[0] += gray_val * gray_val;
                 }
    
                  /* Sub-Window 1 */
               for (int iwc = 0; iwc <=11; iwc++ )
                {
                 gray_val = src2.data[iwr*sw+iwc];
                 sum[1] += gray_val;
                 sum_sq[1] += gray_val * gray_val;
                 }
                }
              int B = getTickCount(); 
              int c=B-A;
     }
    

2.it almost costs 138 377 number of ticks/one cycle.

for(int k=0;k<100;k++)
{
            int A = getTickCount(); 
            Mat ROIimage1(src2, Rect(0,0,11,11) );
            sum1=cv::sum(ROIimage1);
            cv::multiply(ROIimage1,ROIimage1,square1);
            sum_sq1=cv::sum(square1);
            int B = getTickCount(); 
            int c=B-A;
        Mat ROIimage2(src2, Rect(0,0,11,11) );//=src2(ROI2);
        sum2=cv::sum(ROIimage2);
        cv::multiply(ROIimage2,ROIimage2,square2);
        sum_sq2=cv::sum(square2);
}

Efficient matrix operator

Hi all, I use mat format to calculate an matrix, also i use traditions C++ calculate an matix. But I find out, mat format is very slowly.Could someone tell me reason ? And how to improve the efficiency. Any help is highly appreciated! Thanks:) Here is my code:

  1. traditions method where sw=src2.step,it almost costs 5 number of ticks/one cycle.

     for (int k=0;k<100;k++)
     {
        int A = getTickCount();  
        for (int iwr = 0; iwr <= 11; iwr++ )
            {
              /* Sub-Window 0 */
              for (int iwc =0; iwc <= 11; iwc++ )
                {
                 gray_val =src2.data[iwr*sw+iwc];
                 sum[0] += gray_val;
                 sum_sq[0] += gray_val * gray_val;
                 }
    
                  /* Sub-Window 1 */
               for (int iwc = 0; iwc <=11; iwc++ )
                {
                 gray_val = src2.data[iwr*sw+iwc];
                 sum[1] += gray_val;
                 sum_sq[1] += gray_val * gray_val;
                 }
                }
              int B = getTickCount(); 
              int c=B-A;
     }
    

2.it almost costs 377 number of ticks/one cycle.

for(int k=0;k<100;k++)
{
            int A = getTickCount(); 
            Mat ROIimage1(src2, Rect(0,0,11,11) );
            sum1=cv::sum(ROIimage1);
            cv::multiply(ROIimage1,ROIimage1,square1);
            sum_sq1=cv::sum(square1);
            int B = getTickCount(); 
            int c=B-A;
        Mat ROIimage2(src2, Rect(0,0,11,11) );//=src2(ROI2);
        sum2=cv::sum(ROIimage2);
        cv::multiply(ROIimage2,ROIimage2,square2);
        sum_sq2=cv::sum(square2);
       int B = getTickCount(); 
        int c=B-A;
}