关于u^5-Klein Gordon方程H'强解序列的振荡与集中

THE CONCENTRATION AND OSCILLATION OF H STRONG SOLUTIONS FOR u 5 KLEIN GORDON EQUATIONS

对ｕ５－ＫｌｅｉｎＧｏｒｄｏｎ方程，构造了一列具有紧支集的Ｈ强解序列．它在极限过程中，相对具有同样初值的线性波动方程，会产生新的振荡和集中．

we discuss the concentration and oscillation of H 1 strong solution sequence u ε for u 5 Klein Gordon equation:  2 tu ε △u ε+u ε 5 =0 and prove that corresponding H 1 strong solution sequence produces new concentration or oscillation compared with the linear equation.