Multiple Forced Rotational Solutions for the Planar N-pendulum Equation
乔晖 博士
武汉大学
时间:2018. 09. 15(星期六)
上午09 : 40-10 : 15
地点:数学学院 东212
邀请人:肖玉明
In this talk, we present a result of $(N-N_{0}+1)2^{N_0}$ noncontractible periodic orbits of any given rotational vector with zero
components and small period for the planar forced $N$-pendulum equation, where $N_0$ denotes the number of zero components of the given
rotational vector. In this result, we make special arrangements for masses and length instead of the nondegenerate assumption. Moreover,
for rotational vectors with identical components, similar results are also obtained.
来源链接:http://math.scu.edu.cn/info/1062/3756.htm