带参数时滞Laplacian型方程边值问题的正解

Positive Solutions for the Boundary Value Problem of Laplacian-like Equation with Parameter & Delay

利用锥拉伸与锥压缩不动点定理,研究了一类带参数和时滞的Laplacian型方程边值问题的正解,得到了多个正解存在的充分条件.所得结论拓展了时滞方程的研究领域,为时滞方程的研究带来了动力与活力.

Due to fixed point theorem on cone,we study a class of Laplacian-like equation with a parameter and a delay,and obtain the existence of positive solutions.Our work extends the research field of the delay equations,which brings the dynamism and dynamism to the study of the delay equations.