Talk:Sinhc function: Difference between revisions

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{{Old XfD multi |date=12 January 2024 |result='''redirect''' |page=Coshc function}}
{{Maths rating|class=start|importance=Low|field=analysis}}
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== Untitled ==
 
The Maclaurin series for sinh(z)/z is <math>\sum_{i=0}^\infty \frac{z^{2i}}{(2i+1)!}</math>. This can be trivially derived from AMS 55 Equation 4.5.62. Where did the series in the article come from?