论文标题
Fermat最后定理的一般基本直接证明
General Elementary Direct Proof of Fermat's Last Theorem
论文作者
论文摘要
本文为Fermat的最后一个定理提供了一个新颖的直接基本证明。我们使用代数，模块化数学和二项式序列来发展隐藏在Fermat的最后定理中的固有数学关系。借助这些派生的关系，我们能够开发适用于N的所有正整数的一般模式。最后，我们能够确认并完成所有n的Fermat的Diophantine方程的直接证明。
This paper presents a novel direct elementary proof for Fermat's Last Theorem. We use algebra, modular math, and binomial series to develop inherent mathematical relationships hidden within Fermat's Last Theorem. With these derived relationships, we are able to develop general pattern applicable for all positive integers of n. Finally, we are able to confirm and complete the direct proof for Fermat's Diophantine equation for all n.
