Equichordal Point Problem
 | A major contributor to this article appears to have a close connection with its subject. (November 2010) |
In convex geometry, the equichordal point problem asks whether there exists a curve with two equichordal points. The problem was originally posed in 1916 by Fujiwara[1], and solved by Marek Rychlik in 1996[2]. The answer in the negative is the subject of Rychlik's theorem.
See also
References
- ^ M. Fujiwara. Über die Mittelkurve zweier geschlossenen konvexen Curven in Bezug auf einen Punkt. Tôhoku Math J., 10:99–103, 1916
- ^ Marek R. Rychlik, A complete solution to the equichordal point problem of Fujiwara, Blaschke, Rothe and Weizenböck, Inventiones Mathematicae, 1997, Volume 129, Number 1, Pages 141–212
 | This geometry-related article is a stub. You can help Wikipedia by expanding it. |
 | This redirect has not been added to any content categories. Please help out by adding categories to it so that it can be listed with similar redirects, in addition to a stub category. (November 2010) |