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A note on the existence and multiplicity of solutions for sublinear fractional problems
FU, Yongqiang - Personal Name
In this paper, we study the existence of weak solutions for fractional p-Laplacian equations with sublinear growth and oscillatory behavior as the following
p L K u = λ f (x, u) in , u =0 in R N \ , p where L K is a nonlocal operator with singular kernel, is an open bounded smooth domain of R N . Our purpose is to generalize the known results for fractional Laplacian equations to fractional p-Laplacian equations.
p L K u = λ f (x, u) in , u =0 in R N \ , p where L K is a nonlocal operator with singular kernel, is an open bounded smooth domain of R N . Our purpose is to generalize the known results for fractional Laplacian equations to fractional p-Laplacian equations.
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| EB00000003286K | Available |
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Yongqiang Fu
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