constructing auxiliary function

基本解釋

Mean value theorem and Taylor formula are generally proofed by constructing an auxiliary function.
中值定理是研究函數(shù)特性的一個(gè)有力工具。
Finally discusses the Lagrange mean value theorem proof method of constructing auxiliary function in order to expand on the idea of theorem proving.
最后探討了拉格朗日中值定理證明中輔助函數(shù)的構(gòu)造方法，以此拓展對(duì)定理證明的思路。
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This paper has discussed method about integal superior function as auxiliary function, which illustrates to how to solve problems by constructing integal superior function as auxiliary function.
本文具體通過(guò)以積分上限函數(shù)作輔助函數(shù)解題的方法的分析，說(shuō)明在微積分中如何構(gòu)建輔助函數(shù)求解數(shù)學(xué)問(wèn)題。