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Persistence conjecture for symplectic mapping groups of the five-point blow-up of the projective plane
Let $X=\mathbb{C}P^2\#5\overline{\mathbb{C}P^2}$ be the five-point blow-up of the complex projective plane, equipped with any symplectic form. Let $\Gamma(X,\omega)$ denote the sym…
Conjectureopenrational-four-manifolds symplectic-geometry symplectic-mapping-class-groupsarXiv posted 2 days ago

Persistence conjecture for symplectic mapping groups of the five-point blow-up of the projective plane