The existence of solutions for singular nonlinear two point boundary value problems subject to Sturm Liouville boundary conditions with p Laplacian operators is studied by the method of upper and lower solutions.
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- 利用上下解方法證明一類(lèi)具有 p Laplacian算子的Sturm Liouville型二階非線(xiàn)性奇異微分方程的兩點(diǎn)邊值問(wèn)題的解的存在性 .
