论文标题

某些哈密顿延迟方程的无效范围

Nullity bounds for certain Hamiltonian delay equations

论文作者

Frauenfelder, Urs

论文摘要

在本文中,我们介绍了一类汉密尔顿延迟方程式,这些方程是由轨道相互作用激发的动作功能的关键点。我们表明,在动作功能的每个临界点上,Hessian的内核满足了其尺寸的统一界限。

In this paper we introduce a class of Hamilton delay equations which arise as critical points of an action functional motivated by orbit interactions. We show that the kernel of the Hessian at each critical point of the action functional satisfies a uniform bound on its dimension.

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