Daniel W. Boutros

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20222026

most citedOn Energy Conservation for the Hydrostatic Euler Equations: An Onsager Conjecture

8 citations · 34 across the 14 of their papers we have counts for

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math.AP2022★ 8 cited

On Energy Conservation for the Hydrostatic Euler Equations: An Onsager Conjecture

Daniel W. Boutros, Simon Markfelder, Edriss S. Titi

Onsager's conjecture, which relates the conservation of energy to the regularity of weak solutions of the Euler equations, was completely resolved in recent years. In this work, we…

math.AP2022★ 6 cited

Onsager's Conjecture for Subgrid Scale $α$ -Models of Turbulence

Daniel W. Boutros, Edriss S. Titi

The first half of Onsager's conjecture states that the Euler equations of an ideal incompressible fluid conserve energy if $u (\cdot, t) \in C^{0, θ} (T^{3})$ with $θ> \frac…

On Energy Conservation for the Hydrostatic Euler Equations: An Onsager Conjecture

Onsager's Conjecture for Subgrid Scale α-Models of Turbulence

Onsager's Conjecture for Subgrid Scale $α$ -Models of Turbulence