On a Symplectic Generalization of a Hirzebruch Problem
This webpage hosts the accompanying files for the paper "On a Symplectic Generalization of a Hirzebruch Problem" by Leonor Godinho, Nicholas Lindsay and Silvia Sabatini.
This webpage hosts the accompanying files for the paper "On a Symplectic Generalization of a Hirzebruch Problem" by Leonor Godinho, Nicholas Lindsay and Silvia Sabatini.
All algorithms used are based on the paper: L. Godinho and S. Sabatini, New Tools for Classifying Hamiltonian Circle Actions with Isolated Fixed Points, Foundations of Computational Mathematics, 14 (2014), 791-860. DOI: 10.1007/s10208-014-9204-1.
It determines all possible isotropy weights for circle actions on 8-dimensional with six fixed points that extend to a 2-torus action.
The necessary files that are used on all index cases can be downloaded from the link “General Files” above. The specific files for each index case as well as the corresponding output files can also be downloaded from the links above.
The files for Section 7.2 of the paper can be obtained from the link "Additional Results".