Luis F. Chaves, Ph.D.
Affiliations: | 2008 | University of Michigan, Ann Arbor, Ann Arbor, MI |
Area:
EpidemiologyGoogle:
"Luis Chaves"Parents
Sign in to add mentor| Mercedes Pascual | grad student | 2008 | University of Michigan | |
| (Ecological dynamics of vector -borne diseases in changing environments.) | ||||
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Publications
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| McMillan JR, Chaves LF, Armstrong PM. (2023) Ecological predictors of mosquito population and arbovirus transmission synchrony estimates. Journal of Medical Entomology |
| Rhodes CG, Loaiza JR, Romero LM, et al. (2022) (Diptera: Culicidae) Ensemble Distribution Modeling: Applications for Malaria Elimination. Insects. 13 |
| Hurtado L, Cumbrera A, Rigg C, et al. (2020) Long-term transmission patterns and public health policies leading to malaria elimination in Panamá. Malaria Journal. 19: 265 |
| Sosa-Ochoa W, Zúniga C, Chaves LF, et al. (2020) Clinical and Immunological Features of Human -Infection, Novel Insights Honduras, Central America. Pathogens (Basel, Switzerland). 9 |
| Chaves LF, Friberg MD, Moji K. (2020) Synchrony of globally invasive Aedes spp. immature mosquitoes along an urban altitudinal gradient in their native range. The Science of the Total Environment. 734: 139365 |
| Chaves LF, Ramírez Rojas M, Prado M, et al. (2020) Health policy impacts on malaria transmission in Costa Rica. Parasitology. 1-9 |
| Juarez JG, Garcia-Luna S, Chaves LF, et al. (2020) Dispersal of female and male Aedes aegypti from discarded container habitats using a stable isotope mark-capture study design in South Texas. Scientific Reports. 10: 6803 |
| Olson MF, Ndeffo-Mbah ML, Juarez JG, et al. (2020) High Rate of Non-Human Feeding by Reduces Zika Virus Transmission in South Texas. Viruses. 12 |
| Chaves LF, Reissen N, White GS, et al. (2020) Trap Comparison for Surveillance of the Western Tree Hole Mosquito (Diptera: Culicidae). Journal of Insect Science (Online). 20 |
| Chaves LF, Hurtado LA, Rojas MR, et al. (2020) COVID-19 basic reproduction number and assessment of initial suppression policies in Costa Rica Mathematical Modelling of Natural Phenomena. 15: 32 |