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On An Extension of the Mean Value Theorems of Differentiation of High Dimension

TaiZhong Zhang, YaPing Cheng, RunQing Su

Abstract


In this paper, we obtain a deep differential mean value theorem of high dimension which is the exactly generalized form of the classic Role’s theorem, Lagrange’s theorem and Cauchy’s theorem in the real straight line.

Keywords


differential mean value theorem, high dimension, Cauchy’s theorem, determinant.

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