论文标题
在两个空间维度中，非线性波 - 凯琳 - 戈登系统的全球解决方案：强耦合案例的原型
Global solutions of nonlinear wave-Klein-Gordon system in two spatial dimensions: A prototype of strong coupling case
论文作者
论文摘要
在本文中，我们将开发一些针对二维Wave-Klein-Gordon系统中强耦合的技术。我们区分了不同类型的衰减因子的作用，并开发了一种方法，该方法使我们可以将一种腐烂交换为另一种衰减。然后确定了模型问题的全球存在结果。我们还提供了Klein-Gordon-Zakharov系统的草图，并建立了全球存在结果。
In this article we will develop some techniques aimed at the strong couplings in two-dimensional wave-Klein-Gordon system. We distinguish the roles of different type of decay factors and develop a method which permits us to "exchange" one type of decay into the other. Then a global existence result of a model problem is established. We also give a sketch of the Klein-Gordon-Zakharov system and establish the associate global existence result.
