The monodromy representation associated to a hypergeometric family is generated by two matrices $A$ and $B$ describing the local monodromy around $\infty$ and $0$, respectively. The presentation used here is due to Levelt [MR:0145108].
The monodromy groups of hypergeometric families of weight 0 were computed by Beukers and Heckman [MR:0974906, 10.1007/BF01393900].
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- Last edited by Kiran S. Kedlaya on 2020-07-31 23:04:30
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- columns.hgm_monodromy.monodromy_factored_index
- columns.hgm_monodromy.monodromy_factored_order
- columns.hgm_monodromy.monodromy_gens
- columns.hgm_monodromy.monodromy_group_label
- columns.hgm_monodromy.monodromy_index
- columns.hgm_monodromy.monodromy_order
- hgm.levelt_matrices
- lmfdb/hypergm/templates/hgm_family.html (line 63)