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what's the relation between hyperbola and hyperbolic function?
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Normal trigonometric functions are defined in terms of angles and measurements in the unit circle (eg, sine = y coordinate of where the radius intersects with the circumference). The hyperbolic functions are defined in the same way, except that they use the unit hyperbola, not the unit circle.
could you elaborate?
This is the best drawing I could find (Wikipedia):
... how to explicitly express alpha/2 as function of x and y??
You mean the definitions of sinh and cosh? \[\sinh(\alpha)=\frac{e^\alpha-e^{-\alpha}}{2}\] \[\cosh(\alpha)=\frac{e^\alpha+e^{-\alpha}}{2}\]
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all right thanks!
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