Office Hours:
TBA
Dr. Arciero received his Ph.D. in Mathematics from the University of Rhode Island. He has developed programs in Applied Mathematics, Data Science, and Statistics at the University of Rhode Island and University of New England. His current and recent work modeling health outcomes includes collaborations with Senscio Systems and Maine Medical Center.
Refereed Journals
Curran, M., Holt, C., Arciero, M., Quinlan, J., Cox, D., & Craig, A. (2020). Proxy Finnegan component scores for Eat, Sleep, Console in a cohort of opioid-exposed neonates. Hospital Pediatrics, 10(12), 1053-1058.
Arciero, M., & Pakula, L. (2015). Asymptotics for Szegö polynomials of Polya type. Journal of Concrete & Applicable Mathematics, 13.
Arciero, M. (2007). A limit theorem for Szegö polynomials with respect to convolution of point masses with the Fejér kernel. Journal of Mathematical Analysis and Applications, 327(2), 908-918.
Arciero, M. (2005). Limits for Szegö polynomials in frequency analysis. Journal of Mathematical Analysis and Applications, 304(1), 321-335.
Software
Quinlan, J. & Arciero, M. (2026). UniversalNumbers.jl: Next-generation computer arithmetic in Julia (Version v0.1.3) [Computer software]. Zenodo. https://doi.org/10.5281/zenodo.21629613
Recent Presentations
Arciero, M. (2026, August). Programs and Pedagogies: A Computational Sciences Journey. Mathematics Association of America (MAA) MathFest. Boston.
Arciero, M., Ladas, G., & Schultz, S. W. (1994). Some open problems on the solutions of the delay difference equations $x_n + 1= A/x_n^2 + 1/x_{n− k}^p$. Georgian Mathematical Journal, 1(3), 229-233.
Arciero, M. (2003, November). Some Algorithms for the Attenuation of Broadband Noise. In Proceedings, Eleventh Annual ARL and USMA Technical Symposium, Aberdeen Proving Ground, Maryland.
Office Hours:
TBA
