摘要
研究三点边值问题???xx(''(0t))==αf x((t,η)x,(t),x'x('t()1)),=0 t∈[0,1]的可解性,证明了在满足一定条件下,上述边值问题至少存在一个解,所得结果异于已有文献中的定理.
Considering three-point boundary value problems {x^n（t）=f（t,x（t）,x＇（t））,t∈[0,1] x（0）=ax（η）,x＇（1）=0 the problems have at least one solution under sufficient conditions. Our result is different from known results.
出处
《湖南理工学院学报（自然科学版）》
CAS
2006年第2期7-9,共3页
Journal of Hunan Institute of Science and Technology(Natural Sciences)
关键词
三点边值问题
可解性
充分条件
three-point boundary value problems
solvability
sufficient condition
