Is there a simple solution for x << 0 of the following equation:
$$Y(x) = L_{-1}(x) + I_1(x) $$
Where $L_{-1}(x)$ is modified Struve function and $I_1(x)$ is modified bessel function. For example we can see that despite the absolute values of 2 functions are very large they cancel each other:
$$L_{-1}(-25.5) = 9...e9 $$ $$I_{1}(-25.5) = -9...e9 $$ $$I_{1}(-25.5)+L_{-1}(-25.5) = 1e-3 $$