Papers

Preprints

1. K. Gomez, MacMahonesque partition functions detect sets related to primes, arXiv: 2409.14253

Publications

1. K. Gomez, K. Lakein, and A. Larsen, Supersingular Loci from Traces of Hecke Operators, Proceedings of the American Mathematical Society, 151 (2023), 511-525. doi: 10.1090/proc/16148. arXiv: 2106.15677.

2. K. Gomez, J. Males, and L. Rolen, The second shifted difference of partitions and its applications, Bulletin of the Australian Math Society, 107 (2023), 66-78. doi: 10.1017/S0004972722000764. arXiv: 2203.11608

3. K. Bringmann, K. Gomez, L. Rolen, Z. Tripp, Infinite families of crank functions, Stanton-type conjectures, and unimodality, Research in Mathematical Sciences, 37 (2022). doi: 10.1007/s40687-022-00333-3. arXiv: 2108.12979.

4. K. Gomez and E. Zhu, Bounds for Coefficients of the f(q) Mock Theta Function and Applications to Partition Ranks, Journal of Number Theory, 226 (2021), 1-23. doi: 10.1016/j.jnt.2021.01.009. arXiv: 2008.08253.

Non-Math

1. R. Pitasky, K. Gomez, J. Cesarz, A Secondhand Understanding of Reality: Infinite Craft Subtleties, in SIGBOVIK, 2024 (2024), 448-468. online: pdf.

2. K. Gomez, M. Benton, L. Colbran, L. Chen, J. Capra, Development of a Machine Learning Algorithm for the Prediction of Enhancer Region Activity, Young Scientist, 8 (2018), 7-9. online: pdf.