According to Galois theory,we discuss general case of Gauss sum with Dirichlet character having conductor \%p\+n(p\% is prime odd number and \%n\% is more than 3 nature number).
根据盖洛伊丝(Galois)理论,讨论在前导子f是奇质数p的n次幂情形下的任何带有狄利克雷特征[标]的高斯和,其中n是大于3的自然数,从而得到一般情形下的高斯和的合同式。
\ Using the definitions,theorems,conclusions in number theory, Gauss sums with Dirichlet character were calculated under conductor \%f=p3\%, and higher congruences can be obtained.
在前导子f=p3情形下对带有狄利克雷特征[标]的高斯和,利用数论中的一些定义、定理和结论,给出具体计算,得出精确的具体合同式。
Brief on Humanity and National Features of Cordelia and Cheng Ying;
文变染乎世情——浅议考狄利亚与程婴
The Lasting Love and Universal Fraternity——Cordelia in Shakespear s Tragedy King Lear;
永远的真情、博爱——也说《李尔王》中的考狄利娅