[PDF] Top 20 On Generalized Flett's Mean Value Theorem
Has 10000 "On Generalized Flett's Mean Value Theorem" found on our website. Below are the top 20 most common "On Generalized Flett's Mean Value Theorem".
On Generalized Flett's Mean Value Theorem
... A geometric interpretation of Theorem 1.1 states that if the curve y f x has a tangent at each point in a, b and fa fb, then there exists a point η ∈ a, b such that the tangent at η, fη is parallel to the x-axis. ... See full document
8
AMS Subject Classification: Primary 39B82; Secondary 39B22; 26D10. Key Words: Hyers-Ulam stability; mean value theorem; Lagrange’s mean value point; two-
... Indeed, Das, Riedel and Sahoo [3] examined the stability problem for Flett’s mean value points. Unfortunately, there were some errors in the proof of the main theorem of [3]. In 2009, Lee, Xu and Ye ... See full document
10
Ostrowski and Trapezoid type inequalities related to Pompeiu's mean value theorem
... In this paper, we give refinements of the inequalities in Theorem 7 in Section 2. We also present similar results for trapezoid inequalities in Section 3. In Section 4, we apply these inequalities to compare the ... See full document
24
A survey on Ostrowski type inequalities related to Pompeiu's mean value theorem
... Abstract. In this paper we survey some recent results obtained by the au- thor related to Pompeiu’s mean value theorem and inequality. Natural appli- cations to Ostrowski type inequalities that play ... See full document
35
Approach to a Proof of the Riemann Hypothesis by the Second Mean Value Theorem of Calculus
... σ = . The function which is best suited for this purpose is the so-called xi function ξ ( ) s which is closely related to the zeta function ζ ( ) s and which was also introduced by Riemann [1]. It contains ... See full document
51
Ostrowski and Trapezoid Type Inequalities Related to Pompeiu's Mean Value Theorem With Complex Exponential Weight
... The Fourier transform has been a principal analytical tool in many fields of re- search, such as probability theory, quantum physics, and boundary-value problems [3]. The approximations of the finite Fourier ... See full document
18
Ostrowski via a two functions Pompeiu’s inequality
... In order to provide another approximation of the integral mean, by making use of the Pompeiu’s mean value theorem, the author proved the following result:.. Theorem 3 (Dragomir, 2005 [3][r] ... See full document
18
High order Riesz transforms and mean value formula for generalized translate operator
... a theorem on the fundamental solution of an ordinary dif- ferential equation involving the Bessel operator with constant coefficients, similar to the well-known theorem on the fundamental solution of an ... See full document
18
An axiomatic integral and a multivariate mean value theorem
... known that, even for continuous bounded functions, the set {s ∈ S : X(s) ≤ c} where c is a real number does not obligatory belong to F (this is probably first shown by an example in []). This fact ... See full document
11
Generalized Abstracted Mean Values
... Cauchy’s mean value theorem in integral ...the mean value theorem for integrals, there exists at least one point θ ∈ (a, b) ... See full document
9
On a functional equation related to a generalization of Flett's mean value theorem
... Lagrange mean value theorem to ask the question of which functions attained their mean value at a prescribed point c ∈ (a,b), in par- ticular, at the midpoint c = (a + ...the ... See full document
5
GENERALIZED POWER POMPEIU TYPE INEQUALITIES FOR LOCAL FRACTIONAL INTEGRALS WITH APPLICATIONS TO OSTROWSKI'S INEQUALITY
... Pompeiu mean value ...Pompeiu mean value theorem in [1], [2], [4], [5], [10], ...Pompeiu mean value theorem in ... See full document
11
The mean value theorem and Taylor’s theorem for fractional derivatives with Mittag–Leffler kernel
... the mean value theorem and Tay- lor’s theorem in the AB model of fractional ...the mean value theorem for fractional difference operators have been proved in both the ... See full document
11
Flett's mean value theorem in topological vector spaces
... 1958, Flett proved that if f : [a, b] → R is differentiable on [a, b] and satisfies f (a) = f (b), then there exists η in the open interval (a, b) such that f (η) − f (a) = (η − a)f (η) ...the Mean ... See full document
6
A GENERALIZED FUNDAMENTAL THEOREM OF NATURAL SELECTION
... Now this component of the total genetic variance is identical to what KIMURA ( 1 965) has called the “total chromosomal variance” (denoted VTC) , so that we can restate t[r] ... See full document
7
An elementary operator and generalized Weyl’s theorem
... If A and B∗ are class A operators, we show that dAB is polaroid and generalized Weyl’s theorem holds for f dAB , generalized a-Weyl’s theorem holds for f dAB ∗ for every f ∈ Hσ dAB and[r] ... See full document
8
Generalized Sampling Theorem for Bandpass Signals
... A generalized sampling theorem for time-continuous band- pass signal and the application of this theorem to signal re- covery from nonuniform samples have been ... See full document
6
Generalized Irreducible α Matrices and Its Applications
... called generalized α -matrices defined as below, and given a new eigenvalue locali- zation set by using the nonsingularity of generalized α -matrices (see Theorem ... See full document
11
A Generalized Probabilistic Gibbard-Satterthwaite Theorem
... Satterthwaite theorem states that every voting rule that is not a dictator- ship, and under which any alternative can win, is subject to manipulation [Gib73, Sat75, ... See full document
61
Invariant mean and a Korovkin type approximation theorem
... In this paper we apply this form of convergence to prove some Korovkin-type approximation theorem by using the test functions 1, e –x , e –2x , which generalizes the results of Boyanov and Veselinov (Bull. Math. ... See full document
7
Related subjects