“elliptic integral”的概念、定义、翻译、参考文献-科学参考

单词	elliptic integral
释义	elliptic integral Mathematics A function f(x) which can be expressed as an integral of the form $f (x) = \int R (x, \sqrt{P (x)}) d x$ where R is a rational function and P is a cubic or quartic polynomial with no repeated roots. The name arose because integrals in this form were first studied in connection with the arc length of an ellipse. Investigating the inverse functions of elliptic integrals led to the study of elliptic functions.
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