Sinhc function: Difference between revisions

Revision as of 23:10, 19 March 2015

Revision as of 23:23, 19 March 2015

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: <math>\operatorname{Sinhc}(z)=\frac {\sinh(z) }{z}</math>

It is a solution of the following differential equation:

: <math>w \left( z \right) z-2\,{\frac {d}{dz}} w \left( z \right) -z{ \frac {d^2}{dz^2} w (z) =0</math>

{2}}{d{z}^{2}}}w \left( z \right) =0</math>

[[File:Sinhc 2D plot.png|thumb|Sinhc 2D plot]]