2 problems

Let $S_b=\pi^{-1}(b)$ be a regular Lagrangian fiber of the real polarization of $\mathbb{C}\mathbb{P}^2$, and let $p_{d_1,d_2}=(p^1_{d_1,d_2},p^2_{d_1,d_2})$ be its lifted period m…

Let $S_b=\pi^{-1}(b)$ be a regular Lagrangian fiber over $b\in B\setminus\partial B$, and let $p_{d_1,d_2}=(p^1_{d_1,d_2},p^2_{d_1,d_2})$ be the lifted period map associated with g…