The Euler equations govern the flow of an ideal ... a solution—has been a significant focus of recent research in fluid dynamics. Recent studies have explored the potential for singularities ...

The Euler equations are fundamental in fluid dynamics, particularly in the study of gas flows. They describe the motion of an inviscid (non-viscous) fluid and are crucial for understanding various ...

Amir Fariborz recently published research titled, "An alternative to the Euler equation of rigid body rotational dynamics," ...

Among Alejandro’s research interests are the long-time behavior of special classes of solutions to nonlinear PDE’s from fluid dynamics. For example, stagnation-point form solutions of the Euler and ...

Ambrose works in mathematical analysis and scientific computing for nonlinear systems of partial differential equations arising in various applications, with a focus on moving-boundary problems in ...