The Statistical Formalism of Uncertainty Quantification

This year’s MathWorks Math Modeling Challenge focused on rising temperatures and energy usage during major heat events.

An enhanced mathematical framework enables a nuanced exploration of the spread of cultural phenomena—like traits and beliefs—within a population.

Congratulations to Simon Telen, recipient of the 2025 SIAM Activity Group on Algebraic Geometry Agnes Szanto Early Career Prize!

Scientists who utilize artificial intelligence tools to investigate climate change must consider the positive and negative effects on the planet.

The accurate prediction of soil liquefaction during seismic events remains an ongoing geotechnical engineering challenge.

Loyola University Chicago has officially established a new SIAM student chapter that has already organized several exciting events.

Areas of artificial intelligence such as fairness and accountability are rife with interesting questions for the computational science community.

Given two identical sheets of paper and a tape measure, how can one estimate the paper’s thickness without damaging it?

A unified structural equation model helps identify the pathways that contribute to increased global mean surface temperature and sea level.

The Conference Board of the Mathematical Sciences shared this message regarding its upcoming survey.

Elizabeth Bradley presented mathematical approaches to enhance the characterization of structures that signify exoplanet formation at DS25.

At DS25, Ruoming Gong outlined recent work on modeling the dynamics of group conversations based on data from scientific meetings.