闫宝强
Yan Baoqiang
摘要:
The existence of at least two positive solutions is presented for the singular second-order boundary value problem
{(p(t)/1 (p(t)x’(t))′+Φ(t)f(t, x(t), p(t)x′(t))=0, 0 <t <1,
limt→0 p(t)x′(t)=0, x(1)=0.
by using the fixed point index, where f may be singular at x=0 and px’=0.
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