论文标题
二次非线性介质中两波相互作用的解决方案
Solutions of the two-wave interactions in quadratic nonlinear media
论文作者
论文摘要
在本文中，我们提出了一种可靠的治疗方法，用于研究非线性二次培养基中相互作用的两波（共生）孤子。我们研究了Schauder的固定点定理，以证明存在定理。此外，证明了该系统的唯一解决方案。同样，通过迭代算法提出了高度准确的近似解决方案。
In this paper, we propose a reliable treatment for studying the two-wave (symbiotic) solitons of interactions in nonlinear quadratic media. We investigate Schauder's fixed point theorem for proving the existence theorem. Additionally, the uniqueness solution for this system is proved. Also, a highly accurate approximate solution is presented via an iteration algorithm.
