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- W2246226555 abstract "− ∆pu = 1{u>0}K(x) (λuq − ur) in Ω; u|∂Ω = 0, u ≥ 0 in Ω, (Pλ) where Ω is a C 2 bounded domain of RN , 1 0 is a positive parameter. In the right-hand side of the equation, the exponents q and r satisfy −1 < r < q < p − 1 and K ∈ C (Ω) is a positive function having a singular behaviour near the boundary ∂Ω. Precisely, K(x) = d(x)−kL(d(x)) in Ω, with d(x) the distance from x ∈ Ω to the boundary, 0 < k < p and L a Karamata function, which is a lower positive perturbation satisfying L ∈ C 2((0,D]) a positive function, with D def = diam(Ω), defined as follows:" @default.
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- W2246226555 date "2014-01-01" @default.
- W2246226555 modified "2023-09-24" @default.
- W2246226555 title "Stability of the solutions for a singular and sublinear elliptic problem" @default.
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