Quantitative orbital stability estimates for first Laplacian eigenstates of 2D incompressible Euler on hexagonal torus via reduction of amplitude estimates to cubic polynomial root-stability under perturbations.
arXiv:2305.03279
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Quantitative Stability of First Laplacian Eigenstates for the Incompressible Euler Equation on a Flat 2-Torus
Quantitative orbital stability estimates for first Laplacian eigenstates of 2D incompressible Euler on hexagonal torus via reduction of amplitude estimates to cubic polynomial root-stability under perturbations.