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A Study on Two Special Ternary Quadratic Diophantine Equations

机译:两个特殊的三元二次Diophantine方程的研究

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Hyperbolic paraboloids represented by the ternary quadratic diophantine equations given by (k+1)2x2 - k2y2 =2z and k2ay2 – (a -k +1)x2 = ((k2 – 1)a+k – 1)z , a>k-1>0 are respectively considered. Employing matrix method, generation formula for integer solutions to each of the above hyperbolic paraboloids is constructed in the present study.
机译:由(k + 1)2x2-k2y2 = 2z和k2ay2 –(a -k +1)x2 =(((k2 – 1)a + k – 1)z,a> k的三元二次象限方程表示的双曲抛物面分别考虑-1> 0。本研究采用矩阵法,构造了上述双曲抛物面的整数解的生成公式。

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