Pages that link to "Item:Q2127762"
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The following pages link to The point vortex model for the Euler equation (Q2127762):
Displaying 16 items.
- Interactions of point vortices in the Zabusky-McWilliams model with a background flow (Q449278) (← links)
- Full well-posedness of point vortex dynamics corresponding to stochastic 2D Euler equations (Q550160) (← links)
- Kinetic equation for point vortices in a shear flow (Q1197526) (← links)
- Representation of a solution to the problem of evolution of a point vortex in an ideal fluid (Q1920707) (← links)
- Onsager's ensemble for point vortices with random circulations on the sphere (Q1937069) (← links)
- Limit theorems and fluctuations for point vortices of generalized Euler equations (Q2020620) (← links)
- Long time localization of modified surface quasi-geostrophic equations (Q2033978) (← links)
- On local well-posedness of logarithmic inviscid regularizations of generalized SQG equations in borderline Sobolev spaces (Q2070065) (← links)
- Mathematical justification of the point vortex dynamics in background fields on surfaces as an Euler-Arnold flow (Q2111564) (← links)
- Vortex collapses for the Euler and quasi-geostrophic models (Q2144285) (← links)
- Burst of point vortices and non-uniqueness of 2D Euler equations (Q2149077) (← links)
- Point vortices with a rational necklace: New exact stationary solutions of the two-dimensional Euler equation (Q3554547) (← links)
- A transformation of the point vortex equations (Q3556044) (← links)
- Rosenhead’s point vortex approximation revisited (Q4282436) (← links)
- The \(N\)-vortex problem in a doubly periodic rectangular domain with constant background vorticity (Q6160032) (← links)
- Zero-noise dynamics after collapse for three point vortices (Q6198198) (← links)
