Existence results for the \sigma-Hilfer fractional boundary value problem involving a generalized (p_{۱}\left( x\right) ,p_{۲}\left( x\right) ,...,p_{n}\left( x\right) )-Laplacian operator

In this paper, we give the existence results of nontrivial positive solution to the integral-infinite point Hilfer-fractional boundary-value problem involving a generalized (p₁(x),p₂(x),...,p_{n}(x))-Laplacian operator

Keywords:

Generalized (p₁(x) , p₂(x) , ... , p_{n}(x))-Laplacian operator , positive solution , fixed point index