mpe22

Mathematical Model for Malaria Connects Regional Temperature to Mosquito and Parasite Traits

At MPE22, Miranda Teboh-Ewungkem explored the effects of temperature on malaria transmission through mosquitos.

Quantifying the Disproportionate Exposure of Minority Populations to Fine Particulate Air Pollution

Christopher Tessum investigates the disparities of racial and ethnic minorities’ exposure to fine particulate...

Francisco de Melo Viríssimo explored how mathematics contributes to marine biogeochemistry modeling at MPE22.

Sarah Chambliss used mobile monitors to investigate the levels of different pollutants at a very fine scale at MPE22.

Creating time- and fuel-minimal flight routes across the North Atlantic using wind fields can reduce emissions.

Utilizing information from historical earthquake records or new data could improve earthquake early warning systems.

The accurate modeling and simulation of sea ice dynamics is crucial for the prediction of environmental variables.

Understanding the relationship between seasonality and infectious diseases like cholera is an ongoing challenge.

Protected natural areas must optimally allocate the limited availability of rangers across extensive tracts of...

Well-posed, time-domain mathematical modeling of wind turbine power systems is crucial for understanding their dynamics.

A mathematical approach connects the recovery of biodiversity to the concepts of bistability and hysteresis.

An object detection system automatically identifies gametophytes and other features of interest in photos and videos...

Extracting information from low-resolution Landsat images can reconstruct Adélie penguin colony shape over time.

A new SEIR model captures the nonlinear effects of changing temperatures on mosquito dynamics and dengue...

Applying computer vision principles and graph theory techniques to videos of fire helps quantify plume behavior.

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