The Keller–Segel equation is a classical model for aggregation–diffusion phenomena and is known to admit finite-time blowup solutions in two and higher dimensions. In the…
Whether the 3D incompressible Euler equations can develop a finite-time singularity from smooth initial data remains one of the central open problems in nonlinear PDEs.…
Mathematical ecology and biology have been rapidly developing fields. Influenced by their growth and potential effectiveness, other fields have started employing similar…
This colloquium-level talk will survey mathematical contributions of twentieth-century mathematician Hel Braun. If you are wondering "Who's Hel Braun?" this talk is for…
Modeling and simulation provide support for drug development at all stages of the drug lifecycle. Machine learning models can help to select the lead drug candidate…
