Khakim Egamberganov

collaborators

2 papers

math.AP2026

On the upper bound for the vorticity growth of bi-rotational Euler flows without swirl

Khakim Egamberganov, Deokwoo Lim

For $d \geq 4$ , we consider incompressible Euler flows in $R^{d}$ with bi-rotational symmetry and without swirl. Our first result gives the local wellposedness of the Yudov…

math.AP2025

Growth estimates for axisymmetric Euler equations without swirl

Khakim Egamberganov, Yao Yao

We consider the axisymmetric Euler equations in $R^{3}$ without swirl, and establish several upper and lower bounds for the growth of solutions. On the one hand, we obtain a…