论文标题
费马特的特殊情况定理
Fermat's Last Theorem for Special Case
论文作者
论文摘要
在本文中，我们提供了Fermat的特定定理A，B和C的特殊案例的基本证明。实际上，我们假设$ n $是prime，$ 4 \ rvert（n + 1），然后是$ a，b $和$ c $ th $ n \ nmid abc $ the equation $ a^{2n} = b^{2n} + c^{2n} $对天然数没有任何解决方案。
In this paper we present an elementary proof for a special case of Fermat's last theorem for specific category of a, b and c. In fact, we assume that $n$ is prime and $4\rvert (n+1),$ then for $a,b$ and $c$ that $ n\nmid abc$ the equation $a^{2n} = b^{2n} + c^{2n}$ does not have any solution in natural numbers.
