INTEGRAL SOLUTIONS OF TERNARY QUARTIC EQUATION x~2+ y~2 = z~4

M. A. GOPALAN; R. ANBUSELVI

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INTEGRAL SOLUTIONS OF TERNARY QUARTIC EQUATION x~2+ y~2 = z~4

机译：三元方程组的积分解x〜2 + y〜2 = z〜4

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Different patterns of non-trivial integer solutions for the quartic equation x~2+ y~2 = z~4 are obtained. The recurrence relations satisfied by the solutions along with a few properties are also presented.

机译：获得了四次方程x〜2 + y〜2 = z〜4的非平凡整数解的不同模式。还介绍了解决方案满足的递归关系以及一些性质。

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《Acta Ciencia Indica. Mathematics》 |2008年第1期|p.297-300|共4页
作者
M. A. GOPALAN; R. ANBUSELVI;
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Department of Mathematics, National College, Trichy (T.N.);

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正文语种 eng
中图分类自然科学总论;
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INTEGRAL SOLUTIONS OF TERNARY QUARTIC EQUATION x~2+ y~2 = z~4

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