This paper proves the converse propositions of the higher order Cauchy Mean Value Theorem and higher order Lagrange Mean Value Theorem under concave and convex function and strictly concave and convex function.

 
  • 在函數凹凸和嚴格凹凸的條件下 ,文章引出并證明了高階Cauchy中值定理和高階Lagrange中值定理的 4個(gè)逆命題。
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