Calculate reprojection error given correspondences from two images, R & T?












0















I have two images of the same scene (planar) but taken from different angles im1 & im2. I have 10 correspondences from both images (each correspondence has x & y location values).



I also have two matrices (Matlab):




  1. Rotation (90 degrees about z):

    R = [0 -1 0;
    1 0 0;
    0 0 1]


  2. Translation

    T = [0.7;
    0.7;
    0 ]



I need to calculate the reprojection error. What I am doing is:




  1. Say the first correspondence are points Point1 & Point2; where PointX belongs to image X.

  2. Then multiply by rotation matrix:

    [Point2.x Point2.y 0] * R



The above will produce a new point Point_new.




  1. Now calculate the euclidean distance between the Point_new and Point1; it should be zero. Is this correct?










share|improve this question



























    0















    I have two images of the same scene (planar) but taken from different angles im1 & im2. I have 10 correspondences from both images (each correspondence has x & y location values).



    I also have two matrices (Matlab):




    1. Rotation (90 degrees about z):

      R = [0 -1 0;
      1 0 0;
      0 0 1]


    2. Translation

      T = [0.7;
      0.7;
      0 ]



    I need to calculate the reprojection error. What I am doing is:




    1. Say the first correspondence are points Point1 & Point2; where PointX belongs to image X.

    2. Then multiply by rotation matrix:

      [Point2.x Point2.y 0] * R



    The above will produce a new point Point_new.




    1. Now calculate the euclidean distance between the Point_new and Point1; it should be zero. Is this correct?










    share|improve this question

























      0












      0








      0








      I have two images of the same scene (planar) but taken from different angles im1 & im2. I have 10 correspondences from both images (each correspondence has x & y location values).



      I also have two matrices (Matlab):




      1. Rotation (90 degrees about z):

        R = [0 -1 0;
        1 0 0;
        0 0 1]


      2. Translation

        T = [0.7;
        0.7;
        0 ]



      I need to calculate the reprojection error. What I am doing is:




      1. Say the first correspondence are points Point1 & Point2; where PointX belongs to image X.

      2. Then multiply by rotation matrix:

        [Point2.x Point2.y 0] * R



      The above will produce a new point Point_new.




      1. Now calculate the euclidean distance between the Point_new and Point1; it should be zero. Is this correct?










      share|improve this question














      I have two images of the same scene (planar) but taken from different angles im1 & im2. I have 10 correspondences from both images (each correspondence has x & y location values).



      I also have two matrices (Matlab):




      1. Rotation (90 degrees about z):

        R = [0 -1 0;
        1 0 0;
        0 0 1]


      2. Translation

        T = [0.7;
        0.7;
        0 ]



      I need to calculate the reprojection error. What I am doing is:




      1. Say the first correspondence are points Point1 & Point2; where PointX belongs to image X.

      2. Then multiply by rotation matrix:

        [Point2.x Point2.y 0] * R



      The above will produce a new point Point_new.




      1. Now calculate the euclidean distance between the Point_new and Point1; it should be zero. Is this correct?







      computer-vision reprojection-error






      share|improve this question













      share|improve this question











      share|improve this question




      share|improve this question










      asked Nov 25 '18 at 21:24







      user6877269































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