Fermat型方程在一实二次域中的解

On Solutions of Fermat Equations in a real quadratic field

  • 摘要: 确定了几个重要的不定方程在一个实二次域的整数环中的解,指出了费尔玛方程当n等于4时在此环中也没有非平凡解.

     

    Abstract: All solutions of several important Diophantine equations are determined in a real quadratic field, which implies that the Fermat equation has no non-trivial solutions in this ring when n=4.

     

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