Linden Disney-Hogg

activity

20222026

most citedBring's curve: Old and New

5 citations · 9 across the 9 of their papers we have counts for

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Showing 2022Show all

3 papers · 1 filter

math.AG2022★ 5 cited

Bring's curve: Old and New

H. W. Braden, Linden Disney-Hogg

Bring's curve, the unique Riemann surface of genus-4 with automorphism group $S_{5}$ , has many exceptional properties. We review, give new proofs of, and extend a number of these inc…

math.NT2022

Rigorous numerical integration of algebraic functions

Nils Bruin, Linden Disney-Hogg, Wuqian Effie Gao

We present an algorithm which uses Fujiwara's inequality to bound algebraic functions over ellipses of a certain type, allowing us to concretely implement a rigorous Gauss-Legendre…

math.AG2022★ 1 cited

An English translation of A. Wiman's "On the algebraic curves of genus $p = 4$ , $5$ and $6$ , which posses unambiguous transformations into themselves"

Linden Disney-Hogg, Andrew Beckett, Isabella Deutsch

This is an English translation of the paper "Ueber die algebraischen Curven von den Geschlechtern $p = 4$ , $5$ und $6$ , welche eindeutigen Transformationen in sich besitzen" by And…

Bring's curve: Old and New

Rigorous numerical integration of algebraic functions

An English translation of A. Wiman's "On the algebraic curves of genus p=4, 5 and 6, which posses unambiguous transformations into themselves"

An English translation of A. Wiman's "On the algebraic curves of genus $p = 4$ , $5$ and $6$ , which posses unambiguous transformations into themselves"