关于广义积分中值定理及“中间点”的渐近性

On the Mean Value Theorem for Improper Integral and the Asymptotic Property of the “Intermediate Poi

  • 摘要: 首先建立了无界函数广义积分的各种中值定理,并系统地讨论了其“中间点”的渐近性,得到一系列结果,推广了有关文献中关于定积分的一些结论,然后,由此导出了无穷限积分的相应性质。

     

    Abstract: This paper first sets up each class mean value theorems for improper integral of unbounded function, and systemally discusses the asymptotic properties of their“intermediate point”, the paper obtains a series of results, and extends some conclusions of definite integral in some references, then infers corresponding properties of infinite integral by these results.

     

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