摘要
讨论了黎曼引理对无界且可积和绝对可积函数是否成立的问题.给出了一个黎曼引理不成立的反例.并给出了一个新的黎曼引理.
The problem of applying Riemann theorem to unbounded and integrable and absolutely integrable functions is tenable or untenable, is discussed. An anti example for untenableness of Reimann theorem is given. And a new Riemann theorem is also given.
出处
《武汉水利电力大学学报》
CSCD
1999年第4期59-61,共3页
Engineering Journal of Wuhan University