4 problems

Let $X^{00}$ be the relevant open space, let $\pi^*\mathcal{O}_{an}$ be the pulled-back analytic-function sheaf, and let $C^*(X^{00},\pi^*\mathcal{O}_{an})$ be its Morse complex. F…

Let $X$ be the space under consideration, and let $\beta_4$ denote the standard disc class along the $x_4$ coordinate axis and $S_{(1,1)}$ the rational curve appearing in the stabl…

Consider stable holomorphic discs in the space $X$ arising from configurations with $n_3>0$ and $n_4=m=1$, whose disc component has excess dimension along the $x_3,x_4$ factors and…

Fredholm regularity conjecture. All the holomorphic orbidiscs obtained in the classification theorem are Fredholm regular.