2 problems

Conjecture for the odd fractional Schrödinger inequality. For every $p\geq 2$,

For $0<x<1$, the functions $\frac{\arcsin x}{x}$ and $\frac{\arctan x}{x}$ are defined, and the associated inequality is considered. Chao-Ping Chen's conjecture. If $0<x<1$, then ……