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Higher Genus Curves in Mathematical Physics and Arithmetic Geometry
About this Title
Andreas Malmendier, Utah State University, Logan, UT and Tony Shaska, Oakland University, Rochester, MI, Editors
Publication: Contemporary Mathematics
Publication Year:
2018; Volume 703
ISBNs: 978-1-4704-2856-3 (print); 978-1-4704-4674-1 (online)
DOI: https://doi.org/10.1090/conm/703
ReadershipTable of Contents
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Front/Back Matter
Articles
- Jacob Russell and Aaron Wootton – A lower bound for the number of finitely maximal $C_p$-actions on a compact oriented surface
- S. Allen Broughton – Galois action on regular dessins d’enfant with simple group action
- David Swinarski – Equations of Riemann surfaces with automorphisms
- Ruben Hidalgo and Tony Shaska – On the field of moduli of superelliptic curves
- Lubjana Beshaj – Minimal integral Weierstrass equations for genus 2 curves
- L. Beshaj, R. Hidalgo, S. Kruk, A. Malmendier, S. Quispe and T. Shaska – Rational points in the moduli space of genus two
- Christopher Magyar and Ursula Whitcher – Strong arithmetic mirror symmetry and toric isogenies
- Abhinav Kumar and Masato Kuwata – Inose’s construction and elliptic $K3$ surfaces with Mordell-Weil rank $15$ revisited
- Caleb McKinley Shor – Higher-order Weierstrass weights of branch points on superelliptic curves
- E. Previato – Poncelet’s porism and projective fibrations
- Aaron Levin – Extending Runge’s method for integral points
- David Joyner and Tony Shaska – Self-inversive polynomials, curves, and codes
- Anand Deopurkar and Anand Patel – Syzygy divisors on Hurwitz spaces