在一般情形下关于带有狄利克雷特征标的高斯和计算

On Calculation of Gauss Sums with Dirichlet Characters in General Case

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.

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).Thus we obtain the congruence of the general case.