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math.CO2024
Kida's formula for graphs with ramifications
Takenori Kataoka
Recently Iwasawa theory for graphs is developing. A significant achievement includes an analogue of Iwasawa class number formula, which describes the asymptotic growth of the numbe…
math.NT2024★ 1 cited
Kida's formula via Selmer complexes
Takenori Kataoka
In Iwasawa theory, the , -invariants of various arithmetic modules are fundamental invariants that measure the size of the modules. Concerning the minus components of the unr…