Existence of Solutions to Noncoercive Elliptic Equations Involving Some Lower‐Order Terms

In this paper, we investigate a quasilinear elliptic boundary value problem as where Ω is an open bounded subset of , p > 1, θ ≥ 0, and f ≥ 0 belongs to a suitable Lebesgue space. The function h is continuous, nonnegative, may blow up at zero, and it is bounded at infinity. We are dedicated to studying the existence of solutions to the above equation in the entire article.