关于Pell方程ax^2-mqy^2=±1(m∈Z^+,a为奇数,q为素数)

On Pell Equation ax^2-mqy^2 =±1 (m∈Z^+,a is an odd number, q is a prime factor)

给出了形如ax2-mqy2=±1(m∈Z+,a为奇数,q为素数,amq为非完全平方数)型Pell方程无正整数解的几个结论.

It works out some methods to judge with the sets of Pell Equation （m∈Z^＋ , a is an odd number, q is a prime factor, amq is a non-square positive integer） which has no positive integer solutions.