An alternative proof of the Puiseux representation of the exponential integral

Glenn Bruda
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Abstract

Working from definitions and an elementarily obtained integral formula for the Euler-Mascheroni constant, we give an alternative proof of the classical Puiseux representation of the exponential integral.
指数积分的 Puiseux 表示的另一种证明
根据欧拉-马切洛尼常数的定义和元素积分公式,我们给出了指数积分的经典普伊索表示的另一种证明。
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