Pre-Prints
Marshall, C. (2025, Submitted). Power Laws for the Favard length in arbitrary dimension. Pre-print available at: https://www.arxiv.org/abs/2509.02882.
G. Kiss, I. Łaba, C., and G. Somlai. (2025, Submitted). Lower bounds for mask polynomials with many cyclotomic divisors. Pre-print available at: https://arxiv.org/pdf/2507.11672.
Bright, P. and Marshall, C. (2024, Submitted). A continuum Erdos-Beck theorem. Pre-print available at: https://arxiv.org/abs/2406.10058
Accepted
Bright, P., Marshall, C., and Senger, S. (2024). Pinned dot product estimates for fractal subsets of R^n . To appear in: Research in the Mathematical Sciences. Details to come.
Publications
Kilmer, S., Marshall, C., and Senger, S. (2023). Dot product chains in R^n . Combinatorial Number Theory: Proceedings of the Integers Conference 2023. De Gruyter
Łaba, I. and Marshall, C. (2022). Vanishing sums of roots of unity and the Favard length of self-similar product sets. Discrete Analysis, 19, 31pp.