Function: thetanullk
Section: transcendental
C-Name: thetanullk
Prototype: GLp
Help: thetanullk(q,k): k-th derivative at z=0 of theta(q,z).
Doc: $k$-th derivative at $z=0$ of $\kbd{theta}(q,z)$.
Variant:
 \fun{GEN}{vecthetanullk}{GEN q, long k, long prec} returns the vector
 of all $\dfrac{d^{i}\theta}{dz^{i}}(q,0)$ for all odd $i = 1, 3, \dots, 2k-1$.
 \fun{GEN}{vecthetanullk_tau}{GEN tau, long k, long prec} returns
 \kbd{vecthetanullk\_tau} at $q = \exp(2i\pi \kbd{tau})$.

