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Author

David Kurniadi Angdinata

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Preprint Oct 2026

Local Factors in the BSD Conjecture: A Unified Statistical View

For elliptic curves $E/\mathbb{Q}$ in short Weierstrass form \[ E=E(a_4,a_6): y^2=x^3+a_4x+a_6, \] we derive a multivariable Euler product generating function which encodes the Tamagawa product $Tam(E)=\prod_p c_p(E)$. Using this generating function, we compute limiting distributions, exact covariances, and moment and...

David Kurniadi Angdinata, Kenny Lau, Ken Ono et al. · 0 citations
Preprint Sep 2026

Tamagawa numbers and torsion of elliptic curves over function fields

We study the divisibilities of Tamagawa numbers $ c(E) $ of elliptic curves $ E $ over global function fields $ K $ in terms of their torsion subgroups $ E(K)_{\operatorname{tors}} $. In particular, for a non-isotrivial elliptic curve $ E / k(t) $, where $ k $ is a finite field of characteristic greater than $ 3 $, we...

David Kurniadi Angdinata, Mentzelos Melistas · 0 citations

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