【摘要】 利用Lu等人通过连分式修正更快收敛的欧拉常数数列及其相关余项式,进一步采用Levin变换进行二次加速,特别是在克服舍入误差的情况下,就能更有效地计算出欧拉常数的高精度数值结果.更多还原

【Abstract】 Lu et al. have derived a continued fraction sequence which converges to the Euler’s constant faster than the original sequence. One can accelerate the modified sequence with the remainder estimate by using the general Levin transformation and accurate numerical results can be obtained more efficiently, especially when computer algebra system Maple is used to get rid of round-off errors.更多还原