Hi,
There are three problematic math functions in the Mathematics -> Elementary & Special Functions -> Exponential Integrals palette:
1) 'Cosine Integral.vi' and 'Hyperbolic Cosine Integral.vi' both return real values for negative input values. Neither function is defined in the real domain for negative input values, so should return NaN for inputs <0.
2) 'Dilogarithm.vi' is really evaluating Spence's Integral (as its icon says). The dilogarithm function Li2(x) and spence's integral isn't the same function, so it can't be both. Spence's Integral F(x)=Li2(1-x). The solution would be to a) Make the 'Dilogarithm.vi' really evaluate the dilogarithm function (and fix its icon), and b) To make an additional 'Spence's Integral.vi' that does what 'Dilogarithm.vi' does today.
Cheers,
Steen