BRUCE OLBERDING AND ELAINE A. WALKER
Abstract. We develop a circle of ideas involving pairs of lines in the plane, intersections of hyperbolically rotated elliptical cones and the locus of the centers of rectangles inscribed in lines in the plane. (Read the pdf on the arXiv.)
This page contains supplementary graphics for our article, The Conic Geometry of Rectangles Inscribed in Lines. All of the graphs were generated in MapleTM.
The first two graphs show an intersection of two HR-cones. The red curve in the first graph is the intersection of the two cones. In the 2nd graph the cones have been removed to show the space curve that is the intersection of the two cones.