Campus Wifi
UW NetID: event0634 Password: 72uv;34se;22my
Projects
- Weight 1 forms
- Ring of modular forms
compute decomposition of S_2(\Gamma_0(N)), N \leq 10000. Figure out how to input and output this data.
Currently output modular symbol space \mathbb{M}_2(\Gamma_0(N)) where decomposition of newform subspace of cuspidal submodule \mathbb{S}_2(\Gamma_0(N)) has been computed.
compute decomposition of S_2(\Gamma_0(N), \chi), N \leq 100 for all \chi: (\mathbb{Z}/N)^* \rightarrow \mathbb{C}^*
compute decomposition of S_k(\Gamma_0(N)), N \leq 100 and k\leq 20.
- overconvergent modular symbols
- David Kohel's data
- Brandt modules/quaternion algebras/ternary quadratic forms
Ternary theta series / \tau(n)
Talks
- Salman - supercomputing
Assignments
- papers and books repository