In particular, a conjecture on complete elliptic integrals is proved to be true and improved.
特别地，作者运用此法则，证明并改进了关于完全椭圆积分的一个猜测。
Discussion on the problem may help us to master the method solving this kind of the physics problem of elliptic integrals.
问题的讨论有助于我们掌握解决涉及椭圆积分物理学问题的方法。
By means of properties of certain combinations of complete elliptic integrals, the authors provide a negative answer to m.
本文利用完全椭圆积分的某些组合之性质，给出了M。
However, because this problem involves elliptic integrals, generally not possessing symmetry of a uniformly charged ring, it is difficult to solve and discuss it.
但是，由于涉及椭圆积分，一般又不具有均匀电荷环空间势分布的对称性，求解和讨论是比较困难的。
However, because this problem involves elliptic integrals, generally not possessing symmetry of a uniformly charged ring, it is difficult to solve and discuss it.
但是，由于涉及椭圆积分，一般又不具有均匀电荷环空间势分布的对称性，求解和讨论是比较困难的。
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