Annular equilibria of constant-vorticity Euler flows bifurcate into non-annular admissible domains at specific vorticity values, with rigidity and Neumann-stability results for three classes of free-boundary problems.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
fields
math.AP 2years
2026 2representative citing papers
Existence of a critical period T* where non-trivial genuinely two-dimensional solutions bifurcate from the unique trivial one-dimensional solution for the overdetermined capillary problem in periodic strip-like domains.
citing papers explorer
-
On two-dimensional steady compactly supported Euler flows with constant vorticity
Annular equilibria of constant-vorticity Euler flows bifurcate into non-annular admissible domains at specific vorticity values, with rigidity and Neumann-stability results for three classes of free-boundary problems.
-
Bifurcation of overdetermined capillary problems in a strip domain
Existence of a critical period T* where non-trivial genuinely two-dimensional solutions bifurcate from the unique trivial one-dimensional solution for the overdetermined capillary problem in periodic strip-like domains.