<ul><li>The Euler-Mascheroni constant can be computed by evaluating an equation with a large n, but convergence is slow and rounding errors accumulate.</li><li>A more efficient approach involves adding an extra factor of ½ in the log term, which converges faster to the Euler-Mascheroni constant.</li><li>Comparing the two methods, the error in the first method with n = 4000 is similar to the error in the second method with n = 16.</li><li>Software like y-cruncher has been used to set world records for computing constants like π and the Euler-Mascheroni Constant, which is particularly challenging to compute.</li></ul>

Computing the Euler-Mascheroni Constant

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