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EXISTENCE THEOREMS FOR THREE-POINT BOUNDARY VALUE PROBLEM
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作者 吕海深 钟承奎 《Annals of Differential Equations》 2001年第2期162-172,共11页
The existence results for the three-point boundary value problems of second-order singular differential equation (φ(y'))' = q(x)f(x, y, y'), y(0) = A,y(η) - y(1) = (η 1)B, 0 <η < 1, are presente... The existence results for the three-point boundary value problems of second-order singular differential equation (φ(y'))' = q(x)f(x, y, y'), y(0) = A,y(η) - y(1) = (η 1)B, 0 <η < 1, are presented. The special case when φ(s) = |s|p-2 s,p > 1 is also considered. Our analysis is based on the nonlinear alternative of Leray-Schauder and barrier strips. 展开更多
关键词 p-Laplace equation three-point boundary value problem nonlinear alternative of leray-schauder barrier strips
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