关于丢番图方程1＋q＋q^2＋…＋q^（y－1）＝ap^x（Ⅱ）

On Diophantine Equation 1 + q + q￣2…q￣(y-1)=ap￣x(Ⅱ)

丢番图方程１＋ｑ＋ｑ２＋…＋ｑｙ－１＝ａｐｘ，ｐ，ｑ，ｘ，ｙ∈Ｎ，ｇｃｄ（ｐ．ｑ）＝１，ｘ＞１，ｙ＞２的解的上界，在２≤ｐ≤５０，２≤５０的情形，给出了当ａ＝１时解的最小上界。

In this paper the upper bounds for the solution to the diophantine equation 1+q+q2+…qy-1=apx are computed,Where p,q,x,y∈N, gcd(p, q) = 1,x>1,y>2.In the case for 2≤p≤50,2≤q≤50 and a=1.The least upper bound for the solution to the equation is computed.