Recurrence equations on invariant varieties of periodic points

• 作 者: SatoruSaito[1]NorikoSaitoh[2]
• 机 构: Hakusan 4-19-10,Midori-ku,Yokohama 226-0006 Japan
• 出 处: International Conference Nonlinear Waves-Theory and Applicat
• 发表日期: 2008年期

　　A recurrence equation is a discrete integrable equation whose solutions are all periodic with a fixed period for arbitrary initial points.Some of them had been known for some years, while some others have been found recently.In this talk we would like to show the existence of infinitly many recurrence equations associated with invariant varieties of periodic points for some higher dimensional integrable maps [1].