9 citations · 10 across the 7 of their papers we have counts for
7 papers
Assessing Methodological Variability in Wastewater Surveillance: A Wavelet Decomposition Approach
Maria L. Daza-Torres, J. Cricelio Montesinos-Lopez, Rachel Olson +4
Wastewater surveillance has emerged as a critical public health tool, enabling early detection of infectious disease outbreaks and providing timely, population-level insights into…
Common patterns between dengue cases, climate, and local environmental variables in Costa Rica: A Wavelet Approach
Yury E. Garcia, Shu-Wei Chou-Chen, Luis A. Barboza +6
Throughout history, prevention and control of dengue transmission have challenged public health authorities worldwide. In the last decades, the interaction of multiple factors, suc…
The Role of SARS-CoV-2 Testing on Hospitalizations in California
J. Cricelio Montesinos-López, Maria L. Daza-Torres, Yury E. García +5
The rapid spread of the new SARS-CoV-2 virus triggered a global health crisis disproportionately impacting people with pre-existing health conditions and particular demographic and…
Bayesian sequential data assimilation for COVID-19 forecasting
Maria L. Daza-Torres, Marcos A. Capistrán, Antonio Capella +1
We introduce a Bayesian sequential data assimilation method for COVID-19 forecasting. It is assumed that suitable transmission, epidemic and observation models are available and pr…
Error control in the numerical posterior distribution in the Bayesian UQ analysis of a semilinear evolution PDE
Maria L. Daza-Torres, J. Cricelio Montesinos-López, Marcos A. Capistrán +2
We elaborate on results obtained in \cite{christen2018} for controlling the numerical posterior error for Bayesian UQ problems, now considering forward maps arising from the soluti…
Bregman dynamics, contact transformations and convex optimization
Alessandro Bravetti, Maria L. Daza-Torres, Hugo Flores-Arguedas +1
Recent research on accelerated gradient methods of use in optimization has demonstrated that these methods can be derived as discretizations of dynamical systems. This, in turn, ha…
A computational geometry method for the inverse scattering problem
Maria L. Daza-Torres, Juan Antonio Infante del Río, Marcos A. Capistrán +1
In this paper we demonstrate a computational method to solve the inverse scattering problem for a star-shaped, smooth, penetrable obstacle in 2D. Our method is based on classical i…