Unbounded Positive Solutions for Second Order Singular Boundary Value Problems with Derivative Dependence on Infinite Intervals

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概要

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• The existence of at least one unbounded positive solution and the existence of multiple unbounded positive solutions are established for the singular second-order boundary value problem p(t)-1(p(t)x′(t))′ + Φ(t)f(t,x,px′) = 0, 0 < t < +∞, x(0) = 0, limt→+∞ p(t)x′(t) = 0, using the fixed point index, where f may be singular at px′ = 0.

著者

• Agarwal Ravi

  Florida Institute of Technology

• O'Regan Donal

  National University of Ireland

• Yan Baoqiang

  Shandong Normal University

関連論文

• Unbounded Positive Solutions for Second Order Singular Boundary Value Problems with Derivative Dependence on Infinite Intervals

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