Introduces p-adic asymptotics and proves the smallest real pole (with simplicity and residue when graded) of local zeta functions for residually nilpotent algebras, establishing parts of Rossmann's conjectures.
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$p$-Adic Asymptotic Subalgebra Enumeration
Introduces p-adic asymptotics and proves the smallest real pole (with simplicity and residue when graded) of local zeta functions for residually nilpotent algebras, establishing parts of Rossmann's conjectures.