Local certification of residual squareclasses in $\mathbb Q(\sqrt{2},\sqrt{pq},\sqrt{ps})$: one-bit, affine, and finite-choice Hilbert-symbol frameworks

Documenti analoghi

• Non-universality of ternary quadratic forms over fields containing $\sqrt2$
  di: Kramer, Kristyna, et al.
  Pubblicazione: (2026)
• On the Equality of Three Formulas for Brumer--Stark Units
  di: Dasgupta, Samit, et al.
  Pubblicazione: (2022)
• On the Root of Unity Ambiguity in a Formula for the Brumer--Stark Units
  di: Honnor, Matthew H. L.
  Pubblicazione: (2023)
• On cohomology groups $ H^{1} $ of $ G-$modules of finite type over cyclic groups
  di: Qiu, Derong
  Pubblicazione: (2015)
• The divisibility of the class number of the imaginary quadratic fields $\mathbb{Q}(\sqrt{1-2m^k})$
  di: Krishnamoorthy, Srilakshmi, et al.
  Pubblicazione: (2021)