This is a space of vector valued Siegel modular forms with real representation $\mathrm{Det}^{ 10}\otimes\mathrm{Sym}^{ 0 }$. The following table gives the dimensions of various subspaces of $M_{10, 0}(\mathrm{Sp}(4, \mathbb{Z}))$.
Total | 2 |
Eisenstein | 1 |
Klingen | 0 |
Maass | 1 |
Interesting | 0 |
The following samples live in this space.
10_E 10_Maass