论文标题
站立解决方案对一维二次立方体klein-gordon方程的稳定性和不稳定性
Stability and instability of standing-wave solutions to one dimensional quadratic-cubic Klein-Gordon equations
论文作者
论文摘要
我们研究了站立溶液在具有二次立方体非线性方面的标量非线性klein-gordon方程中的稳定性。通过在约束对电荷的能量的临界点上应用由负复合单位乘积产生的半群来获得轨道。
We study the stability of standing-waves solutions to a scalar non-linear Klein-Gordon equation in dimension one with a quadratic-cubic non-linearity. Orbits are obtained by applying the semigroup generated by the negative complex unit multiplication on a critical point of the energy constrained to the charge.
