On certain Cremona transformations in circle-space connected with the Miquel-Clifford configuration

@inproceedings{Rao1937OnCC,
  title={On certain Cremona transformations in circle-space connected with the Miquel-Clifford configuration},
  author={A. Narasinga Rao},
  year={1937}
}
The classical configuration connected with the names of Miquel and Clifford associates with a set of n straight lines in a plane a point called their Miquel point when n is even, and a circle, their Clifford circle, when n is odd. When the number of lines n in a set is even, the omission of these, one at a time, gives n subsets whose associated Clifford circles are concurrent at the Miquel point of the original set; when n is odd, the omission of the lines one at a time gives n subsets whose… CONTINUE READING