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- Gauchy中值定理Gauchy mean value theorem
- 摘要討論了第一類(lèi)曲線(xiàn)積分中值定理“中間點(diǎn)”的漸近性質(zhì)，得到了更具一般性的新結果。This paper is devoted to studying the asymptotic behavior of the intermediate point in the mean value theorem for first form curve integrals. A general result is obtained.
- 積分第一、二中值定理的中間點(diǎn)的漸近性質(zhì)的一般性定理The General Asymptotic Property of the Intermediate Value of the First and Second Mean Value Theorem for the Integrals
- 本文主要討論了第二積分中值定理“中值點(diǎn)”的漸近速度。This paper discusses the asymptotic rate of "mean value point" in second mean vaule theorem for integrals.
- 提出并證明了桿件拉伸和振動(dòng)的中值定理，及逆定理并對所得的結果進(jìn)行了討論。In this paper,the mean value theorem and converse theorem of the pull nd vibration of a bar are presented and proven, and the results obtained are discussed.
- 高階中值定理Higher Order Mean Value Theorm
- 泰勒中值定理Taylor mean-value theorem
- 微分中值定理mean value theorem of differentials
- 加權型中值定理A discussion on weighted mean value theorem
- 積分中值定理mean value theorem of integrals
- 羅爾中值定理Rolle mean value theorem
- Rolle中值定理Rolle Intermediate Theorem
- Taylor中值定理Taylor mean theorem
- 再探柯西中值定理A Further Study on Cauchy Mean-Value Theorem
- 中值定理的新證明A New Proof of Mean-value Theorem
- Cauchy中值定理Cauchy Mean Theorem
- Lagmnge中值定理Lagrange mean value theorem
- 羅爾中值定理新證New Proof of the Method of Rolle Intermediate Value Theorem
- 第一積分中值定理The first integral mean value theorem
- Lagrange中值定理Lagrange mean value theorem
