We consider a nonlinear, nonlocal elliptic equation driven by the degenerate fractional p-Laplacian with Dirichlet boundary condition and involving parameter λ>0. The reaction is of general type, including concave–convex reactions as special case. By means variational methods truncation techniques, we prove that there exists λ* such problem has two positive solutions for λ<λ*, one solutio...

This paper establishes the existence of unique and multiple solutions to two nonlocal equations with fractional operators. The main results are obtained using variational method algebraic analysis. conclusion is that there exists a constant λ*>0 such have only three, two, one solution, respectively, for λ∈(0,λ*), λ=λ*, λ>λ*. conclusions fill gap in knowledge this kind fractional-order pro...

A minimally constructed Λ-nucleus density-dependent optical potential is used to calculate binding energies of observed 1 s Λ , p states across the periodic table, leading a repulsive NN contribution D (3) ≈14 MeV phenomenological depth ≈ −30 MeV. This value significant in connection with so-called ’hyperon puzzle.’

This paper is concerned with the concepts of s(Λ, b)-open sets, p(Λ, α(Λ, β(Λ, sets and b(Λ, b) open sets. Some properties are investigated. Moreover, several characterizations weakly (Λ, b)-continuous functions established.

In situ hyperspectral remote-sensing reflectance (Rrs(λ)) is used to derive water quality products and perform autonomous monitoring of aquatic ecosystems. Conventionally, above-water Rrs(λ) estimated from three spectroradiometers which measure downwelling planar irradiance (Ed(λ)), sky radiance (Ls(λ)), total upwelling (Lt(λ)), with a scaling Ls(λ)/Ed(λ) correct for surface-reflected radiance....