The relationship between some special conditions of young functions and the validity of generalized $L^p$ estimate for the Poisson equations in a unit ball
In this paper, we consider the domain is in $B_1$, and we will show the relationship between the global $Δ_2$ and $\nabla_2$ conditions of young functions and the validity of generalized $L^p$ estimate for the Poisson equations.
math.AP↗