Caruso–Gazda conjecture on the prime-independence of vanishing orders
Let EEE be an Anderson module, let PPP be a prime, and let LP(E~/OF~)L_P(\widetilde{E}/\widetilde{\mathcal{O}_F})LP(E/OF) denote its PPP-adic LLL-series. Caruso–Gazda conjecture. For any Anderson…