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The Existence and Multiplicity of Positive Solutions for Second-Order Periodic Boundary Value Problem

机译:二阶周期边值问题正解的存在性与多重性

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The existence and multiplicity of positive solutions are established for second-order periodic boundary value problem. Our results are based on the theory of a fixed point index for A-proper semilinear operators defined on cones due to Cremins. Our approach is different in essence from other papers and the main results of this paper are also new.
机译:建立了二阶周期边值问题正解的存在性和多重性。我们的结果基于Cremins在圆锥上定义的A适当半线性算子的不动点索引理论。我们的方法本质上不同于其他论文,并且本文的主要结果也是新的。

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