We study feedback control of the Kuramoto model (KM) with random natural frequencies on a uniform graph which may be complete, random dense or random sparse, so that each node is desired to exhibit a constant rotational motion. We show based on the previous results that the method of continuum limits is still vaild even when the natural frequencies are random and the feedback control is applied.

| 氏名 | コース | 研究室 | 役職/学年 |
|---|---|---|---|
| KIM DONGGEON | 数理工学コース | 力学系数理研究室 | 博士1回生 |
| 矢ヶ崎一幸 | 数理工学コース | 力学系数理研究室 | 特定教授 |