论文标题
在de Sitter-Kerr-Kerr-Newman指标上的带电Klein-Gordon方程的有限能源解决方案存在指数增长
Existence of exponentially growing finite energy solutions for the charged Klein-Gordon equation on the De Sitter-Kerr-Newman metric
论文作者
论文摘要
我们展示了在De Sitter-Kerr-Kerr-Newman公制上的带电的Klein-Gordon方程的有限能量解决方案的存在，用于小电荷和田间的质量以及黑洞的小角度动量。背后的机制是，零电荷的零共振，质量和角动量移动到上半平面。
We show the existence of exponentially growing finite energy solutions for the charged Klein-Gordon equation on the De Sitter-Kerr-Newman metric for small charge and mass of the field and small angular momentum of the black hole. The mechanism behind is that the zero resonance that exists for zero charge, mass and angular momentum moves into the upper half plane.
