论文标题
强制孤子方程和半经典的孤子形式。
The Forced Soliton Equation and Semiclassical Soliton Form Factors
论文作者
论文摘要
我们表明，在任意动量转移下，孤子形式的领先的半经典行为由对新的波动的整数差异方程进行控制，该方程描述了正在加速的孤子。我们在具有扭结孤子的二维线性sigma模型的背景下工作，以构成具体性，但我们的方法纯粹是半经典且可推广的。
We show that the leading semiclassical behavior of soliton form factors at arbitrary momentum transfer is controlled by solutions to a new wave-like integro-differential equation that describes solitons undergoing acceleration. We work in the context of two-dimensional linear sigma models with kink solitons for concreteness, but our methods are purely semiclassical and generalizable.
