3 problems

Let $\mathcal L$ be an H-minimal, non-minimal, Lagrangian submanifold of complex space $\mathbb C^n$ equipped with the pseudo-Kähler structure determined by the Hermitian form … wh…

Let $\mathbb T_{r_1,\ldots,r_n}^n=\mathbb S^1(r_1)\times\cdots\times\mathbb S^1(r_n)$ be the product of $n$ circles of arbitrary radii in complex Euclidean space $\mathbb C^n$. The…

Let $G$ be a compact (semi)simple subgroup of $\SU{N}$ for some $N$, and let $\mathcal O$ be a Lagrangian orbit of $G$ in $\CP^{N-1}$. Hamiltonian stability conjecture. If $G$ admi…