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中文摘要：
研究具有p-Laplace算子的多点边值问题{（φp（u′（t）））′＋λf（t,u（t）,u′（t）=0,t∈[0,1]，；u′（0）=∑i=1 ^n αiu′（ξi）,u（1）=∑i=1 ^n βiu（ξi）正解的存在性，其中φp（s）=｜s｜^p-2s，p〉1，λ〉0是参数．
英文摘要：
We get positive solution of the following multi-point boundary value problem with p-Laplace operator： {（φp（u′（t）））′＋λf（t,u（t）,u′（t）=0,t∈[0,1],;u′（0）=∑i=1 ^n αiu′（ξi）,u（1）=∑i=1 ^n βiu（ξi） where φp（s）=｜s｜^p-2s,p〉1,λ〉0 is a parameter.
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