A class formula for admissible Anderson modules
Author:
Publisher
Springer Science and Business Media LLC
Subject
General Mathematics
Link
https://link.springer.com/content/pdf/10.1007/s00222-022-01110-3.pdf
Reference34 articles.
1. Anderson, G.: $$t$$-motives. Duke Math. J. 53(2), 457–502 (1986)
2. Anderson, G.: Rank one elliptic $$A$$-modules and $$A$$-harmonic series. Duke Math. J. 73(3), 491–542 (1994)
3. Anderson, G.: Log-algebraicity of twisted $$A$$-harmonic series and special values of $$L$$-series in characteristic $$p$$. J. Number Theory 60(1), 165–209 (1996)
4. Anderson, G.: An elementary approach to $$L$$-functions mod $$p$$. J. Number Theory 73(3), 491–542 (2000)
5. Anglès, B., Pellarin, F., Tavares Ribeiro, F.: Arithmetic of positive characteristic $$L$$-series values in Tate algebras. With an appendix by F. Demeslay. Compos. Math. 152(1), 1–61 (2016)
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