RJ Acuña
Contact
- SIMIS 1119
- rj@simis.cn
Ricardo J. Acuña is a postdoctoral researcher in mathematics at 上海数学与交叉学科研究院 (SIMIS). He did his PhD at Washington University in St. Louis under Matt Kerr. He enjoys making mathematical visualizations, swimming, and playing chess.
Papers
- R. J. Acuña, Every algebraic number is a critical value of an integer polynomial, preprint, 2026.
- R. J. Acuña and M. Kerr, Hodge adjacency conditions for singularities, Pure and Applied Mathematics Quarterly, published online 17 February 2026, 21 pp. doi:10.4310/PAMQ.260121024216, arXiv:2505.09122.
- R. J. Acuña, D. Akman and M. Kerr, Real regulator maps with finite 0-locus, Compositio Mathematica 162 (2026), no. 6, 1256–1273. doi:10.1017/S0010437X26103224, arXiv:2407.10392.
Talks
| The Hodge polynomials of smooth hypersurfaces in projective space are all real-rooted | SIMIS Annual Postdoc Symposium | 4–5 September 2026 |
| (Weak) Polarized Relations | Casa Matemática Oaxaca | 2 August 2026 |
| Hodge adjacency conditions for singularities | IMFP–IGP | 2 July 2026 |
| Hodge adjacency conditions for singularities | SIMIS | 19 December 2025 |
| Real regulator maps with finite 0-locus | SIMIS | 7 November 2025 |