An asymptotic theory of solutions for systems of n - dimensional nonlinear wave equations 維非線性波動方程組解的漸近理論
By using the asymptotic theory a class of nonlinear coupled system is considered 摘要利用漸近理論,討論了一類非線性對偶系統(tǒng)。
This paper deals with asymptotic theory and long - time behavior of solution of extended fisher - kolmogorov system 本文研究了extendedfisher - kolmogorov系統(tǒng)的漸近理論,考慮了其解的長時間行為
In this paper , we study the asymptotic theory of two typical dissipative infinity dynamic systems in mathematics and physics 本文研究了數(shù)學物理中兩類典型的具有耗散性的無窮維動力系統(tǒng)的漸近性理論
For simplicity and from the properties of local fitting , we only show the asymptotic theory of the local linear estimations for the drift and diffusion functions respectively 為簡單起見,我們只給出了局部線性估計的相合性和漸進正態(tài)性的證明