non-integer harmonic numbers #27

 
Wyub src #189

they're so cool!

the i-th harmonic number is 0.671865985524009837878390572804313153518422307703465222038756959... + 1.07667404746858117413405079475000049044565626640381666557506248... i

ubq323 (bureaucrat) src #195

wow!

gollark src #247

How is this value attained?

Wyub (edited ) src #270

using the formula H(n)=integral from 0 to 1 of (1-x^n)/(1-x)

it can be derived using some nifty calculus

heavoid src #1791

impressive. can this be extended to quaternions?

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