1 problem

0 votes0 replies0 views
The sharpness conjecture for stabilized ellipsoid embeddings into the four-ball
Stabilized four-ball sharpness conjecture. This embedding is sharp for all $a>\tau^4$ . Proving sharpness can be reduced to an existence problem for $(p,q)$ -sesquicuspidal symplecti…
Conjectureopenellipsoids symplectic-curves symplectic-embeddingsarXiv posted 2 days ago

The sharpness conjecture for stabilized ellipsoid embeddings into the four-ball