A Sub-Supersolution Method for p-Laplacian Equation with Non-Local Term

This paper is concerned with the existence of solutions for p-Laplace problems with non-local term. We prove the sub-supersolution theorem using the pseudomonotone operator theorem and Minty–Browder theorem with appropriate assumptions on M,gii=1,2. Then, using the sub-supersolution approach, we determine the existence of positive solutions to specific problems.