摘要
对于Robin问题在主要假设f，fx，fx'．连续，fx≥-β（t），－α（t）≤fx'≤α（1＋｜X’｜）之下，给出一个存在唯一解的充分条件．
In this paper, we give a sufficient condition of existence-uniqueness for Robin's problem under the main assumptions that f, fx, fx' are continuous and fx3≥-β (t), -α (t ) ≤fx≤α(t) (1 + ｜ x'｜).
