Results 41 to 50 of about 64,486 (162)
Mean value theorems for some linear integral operators
In this article we study some mean value results involving linear integral operators on the space of continuous real-valued functions defined on the compact interval [0,1].
Cezar Lupu, Tudorel Lupu
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An Extension of the Mean Value Theorem
To appear in ''The Mathematical Intelligencer''
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Cauchy type generalizations of holomorphic mean value theorems
We extend the results on the Mean Value Theorem obtained by Flett, Myers, Sahoo, Cakmak and Tiryaki to holomorphic functions.
Anugraha Nidhi Mohapatra
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An Error Compensation Method for Improving the Properties of a Digital Henon Map Based on the Generalized Mean Value Theorem of Differentiation. [PDF]
Deng Y, Shi Y.
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Observer Design for RIP Stability Using Takagi-Sugeno Fuzzy Model and Mean Value Theorem
This paper presents an observer design for the Rotary Inverted Pendulum (RIP) system using the Takagi-Sugeno (T-S) fuzzy model and the mean value theorem.
Quy-Thinh Dao +2 more
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On a sum analogous to Dedekind sum and its mean square value formula
The main purpose of this paper is using the mean value theorem of Dirichlet L-functions to study the asymptotic property of a sum analogous to Dedekind sum, and give an interesting mean square value formula.
Zhang Wenpeng
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Some special cases on Stolarsky’s means
In this paper we observe that one-parameter Stolarsky’s means (SM) are deduced from both the Mean Value Theorem for derivatives (MVTD) and the Mean Value Theorem for definite integrals (MVTI), and we study their elementary properties as the parameter ...
Cesare Palmisani
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We introduce a new type of functions from a soft set to a soft set and study their properties under soft real number setting. Firstly, we investigate some properties of soft real sets.
Ramkrishna Thakur, S. K. Samanta
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Visual images are frequently utilized to elucidate concepts in general mathematics and geometry; however, their application in mathematical analysis remains uncommon. This paper demonstrates how visual imagery can enhance the proof of certain theorems in
Jonatan Muzangwa, Ugorji Ogbonnaya
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A robust collocation method for time fractional PDEs based on mean value theorem and cubic B-splines
This paper explains and applies a numerical technique utilizing the cubic B-spline functions and the mean value theorem (MVT) to solve a general time fractional partial differential equation (FPDE).
Adel R. Hadhoud +5 more
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