Front: The cross product can be represented by a {{c1: linear mapping}} from R^3 to R^3
Title: CS4277_3CV::Rigid Body Motion and Robust Homography Estimation

Front: The sum of two skew-symmetric matrices is {{c1: skew-symmetric}}
Title: CS4277_3CV::Rigid Body Motion and Robust Homography Estimation

Front: A scalar multiple of a skew-symmetric matrix is {{c1: skew-symmetric}}
Title: CS4277_3CV::Rigid Body Motion and Robust Homography Estimation

Front: Nonzero eigenvalues of a skew-symmetric matrix are {{c1: non-real}}.
Title: CS4277_3CV::Rigid Body Motion and Robust Homography Estimation

Front: If A is a skew-symmetric matrix, then A^2 is a {{c1: symmetric negative semi-definite matrix}}.
Title: CS4277_3CV::Rigid Body Motion and Robust Homography Estimation

Front: {{c1: Five}} points define a conic
Title: CS4277_3CV::Points, Lines, and Conics (ECE 661)

Front: A projective transformation can be decomposed into a {{c1: chain of transformations}}
Title: CS4277_3CV::3D Projective Geometry

Front: Once the image of the dual degenerate conic is identified on the projective plane, {{c1: euclidean angles}} can be messured.
Title: CS4277_3CV::3D Projective Geometry

Front: Once the image of the dual degenerate conic is identified on the projective plane then projective distortion may be rectified up to a {{c1: similarity}}
Title: CS4277_3CV::3D Projective Geometry

Front: The line and camera centre define a {{c1:plane}}, and the image is the {{c1:intersection}} of this plane with the {{c1:image plane}}.
Title: CS4277_3CV::Single View Metrology

Front: The conjugate rotation H has the same {{c1:eigenvalues}} (up to scale) as the rotation matrix
Title: CS4277_3CV::Single View Metrology

Front: Images acquired by a camera rotating about its centre are related to each other by a {{c1:planar homography}}.
Title: CS4277_3CV::Single View Metrology

Front: The angle between rays can be {{c1:messured}} from their corresponding
{{c1:image points}}, if the camera K is {{c1:calibrated}}.
Title: CS4277_3CV::Single View Metrology

Front: The IAC depends only on {{c1:the internal camera parameters}}, and does not
depend on {{c1:orientation}} or {{c1:position}}.
Title: CS4277_3CV::Single View Metrology