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Generalised theta series for fixed-rank sublattices

The theta series for a lattice $\Lambda$ is defined by $$\displaystyle \Theta_\Lambda(q) = \sum_{x \in \Lambda} q^{x \cdot x}.$$ Setting $q=e^{-\pi\tau}$ yields the (maybe more usual) related theta se …
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4 votes
1 answer
288 views

Closed formula for reversion of Jacobi theta series

Considering the Jacobi theta: $\theta_3(z) = \sum_{n\in\mathbb{Z}} q^{n^2}$, we can invert $\theta_3-1$ in a small enough neighbourhood of 0. Routine computation with Lagrange-Burmann inversion gives …
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  • 313