4 problems

Let $p$ be a prime, let $E_m(N)$ be the arithmetic coefficient module defined in the source, let $M^*_{(m)}$ be the dual modular complex, and let…

Let $L_m$ be the rank-$m$ lattice used to define the modular complex, let $V_m:=L_m\otimes\mathbb{Q}$, let $M^*_{(m)}$ be the dual modular complex, and let $S^{w-m}V_m$ denote the…

Let $E$ be one of the CM elliptic curves $E=\mathbb{C}/\mathbb{Z}[i]$ or $E=\mathbb{C}/\mathbb{Z}[\rho]$, let $\mathfrak{p}$ be the relevant prime ideal, let $T_k$ be the coefficie…

Let $E$ be a CM elliptic curve, let $s$ be a base point, and let $D$ denote the depth filtration on the space of symmetric elliptic Hodge correlators. The second shuffle relations…