2 problems

Let $M$ be a $3$-manifold presented by a Heegaard splitting with Heegaard surface a Riemann surface, and let the associated Lagrangians lie in the moduli space of flat connections…

Let $Y$ be a $3$-dimensional cobordism from $\Sigma_-$ to $\Sigma_+$, let $f$ be an adapted harmonic Morse function, let $Y^+$ be the associated manifold with cylindrical ends, and…