Sixteenth Algorithmic Number Theory Symposium (ANTS XVI)
Massachusetts Institute of Technology
July 15–19, 2024
Lightning talks
- A. Anas Chentouf (MIT), Dehn invariant zero tetrahedra (slides)
- Fabrice Etienne (University of Bordeaux), Computing class groups of large degree fields (slides)
- Nikhil Gupta (Boston College), A Computational Perspective on Carmichael Numbers (slides)
- Asimina Hamakiotes (University of Connecticut), Abelian extensions arising from elliptic curves with complex multiplication (slides)
- Yongyuan (Steve) Huang (University of California San Diego), A census of genus 6 curves over the finite field of two elements (slides)
- Yasuhiro Ishitsuka (Kyushu University), Periods modulo p of integer sequences associated with division polynomials of genus 2 curves (slides)
- Robert Lin (Harvard), A new class of algorithms for finding short vectors in lattices lifted from co-dimension k codes (slides)
- Jinyue Luo (The University of Chicago), Pseudorepresentations not arising from genuine representations(slides)
- Elvira Lupoian (University College London), 3-torsion subgroups of genus 3 curves (slides)
- Mahya Mehrabdollahei (Gottingen University), Some progress regarding Chinburg’s conjecture in Mahler measure theory (slides)
- Pietro Mercuri (Sapienza Università di Roma), Modular curves, Chen type isogeny and many points (slides)
- Iu-iong Ng (Nagoya University), Recovering short generators via negative moments of Dirichlet L-functions (slides)
- James Rickards (Saint Mary's University), Reciprocity obstructions in continued fraction semigroups (slides)
- Sam Schiavone (MIT), Reconstructing genus 4 curves (slides)
- Bruno Sterner (Inria), Finding large smooth twins (slides)
- Swati (University of South Carolina), Exploring the index of nilpotency in certain spaces of modular forms
- Madhavan Venkatesh (IIT Kanpur), Frobenius on first cohomology (slides)
- Ariel Weiss (The Ohio State University), 5-dimensional compatible systems and the Tate conjecture for elliptic surfaces (slides)
- John Yin (University of Wisconsin, Madison), Density of polynomials generating tame extensions (slides)