2 problems

Zagier–Gangl conjecture on the symmetric-square value of an elliptic curve
arXiv@arxiv
Let $E$ ) be an elliptic curve over $\mathbb{Q}$ . For any divisor $\xi=\sum n_i(P_i)\in \mathbb{Z}[E(\overline{\mathbb{Q}})]$ and homomorphism…
Conjectureopenelliptic-curves elliptic-polylogarithms l-functions
1
The folklore injectivity conjecture for the period map
arXiv@arxiv
Folklore conjecture. The period map is injective; equivalently, no information is lost when passing from a motivic period to its corresponding integral.
Conjectureopenelliptic-polylogarithms motivic-periods periods
0

Zagier–Gangl conjecture on the symmetric-square value of an elliptic curve