Analysis of geometry-driven phenomena in fluid mechanics, PDEs and spectral theory
Analysis of geometry-driven phenomena in fluid mechanics, PDEs and spectral theory
Researchers are about to move beyond several fundamental questions in partial differential equations (PDEs) and Euler’s remarkable equation for an incompressible fluid will play a central role in this. The EU-funded FLUSPEC project has set out to prove that the curvature of the interface blows up in finite time due to the appearance of kinks of controlled geometry.