耦合耗散 K-G-S 方程组的惯性分形集

Inertial Fractal Set for Coupled Dissipative  Klein-Gordon-Schrdinger Equations

本文在文［１］的基础上，利用算子分解技术构造一类等价范数，从而获得Ｋ－Ｇ－Ｓ在Ｅ。

オased on the paper,we study the inertial factal for Klein-Gordon-Schrdinger equations.By the decomposition of space and the construction of a class of equivalent norm,we obtaoin inertial factal set for Klein-Grodon-Schrdinger equations in space E1