Schwarz Lemma at the Boundary for Holomorphic and Pluriharmonic Mappings Between $p$-unit Balls

We give Schwarz lemma at the boundary for holomorphic mappings between $p$-unit ball $B_{p}^{n} \subset \mathbb{C}^{n}$ and $B_{p}^{N} \mathbb{C}^{N}$, where $p \geq 2$. When = 2$, this result reduces to that of Liu, Chen Pan [21] Euclidean unit balls, our method is new. By generalizing pluriharmonic Gauthier [5] from 2$ we obtain balls.