2 problems

Let $M^3\hookrightarrow\mathbb{C}^3$ be an embedding, and suppose it has an isolated complex tangent. Isolated complex tangent conjecture. Every isolated complex tangent of the emb…

Let $K_1$ be an elliptic component and $K_2$ a hyperbolic component of a link $L=K_1\cup K_2$, and let $M$ be the embedded manifold whose holomorphic hull is denoted by…