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A kind of sharp Wirtinger inequality

A kind of sharp Wirtinger inequality

... But as far as we know, the best constants C(r, k, p, q) are known only for q = ∞ and in some particular cases for r = 2. At the same time, some papers closely related to the Wirtinger inequality, such as ... See full document

15

Robust stability analysis for Lur’e systems with interval time varying delays via Wirtinger based inequality

Robust stability analysis for Lur’e systems with interval time varying delays via Wirtinger based inequality

... The Lur’e system is one of a significant class of nonlinear systems and has a nonlinear el- ement satisfying certain sector bounded constraints. Since the Lur’e system and absolute stability were firstly introduced by [, ... See full document

13

Monotonicity rule for the quotient of two functions and its application

Monotonicity rule for the quotient of two functions and its application

... Yang, Z-H, Chu, Y-M, Zhang, X-H: Sharp Stolarsky mean bounds for the complete elliptic integral of the second kind.. Yang, Z-H, Chu, Y-M, Tao, X-J: A double inequality for the trigamma f[r] ... See full document

13

Anti periodic solutions problem for inertial competitive neutral type neural networks via Wirtinger inequality

Anti periodic solutions problem for inertial competitive neutral type neural networks via Wirtinger inequality

... a kind of neutral-type competitive neural networks with inertial ...the Wirtinger inequality and topology degree theory, we prove the existence of anti- periodic solutions of the above neural ... See full document

15

Singular Moser Trudinger inequality with the exact growth condition on hyperbolic space

Singular Moser Trudinger inequality with the exact growth condition on hyperbolic space

... Moser-Trudinger inequality on hyperbolic space was first established by Mancini and Sandeep [], they proved the Moser-Trudiner inequality on conformal ...Moser-Trudinger inequality on high ... See full document

14

Practical Modified Gini Index  ACES Working Papers, 2012

Practical Modified Gini Index ACES Working Papers, 2012

... in- kind benefits (education, healthcare, social services, security, ...of inequality will be lower in the country which provides more in-kind ... See full document

12

The sharp bound of the Hankel determinant of the third kind for starlike functions with real coefficients

The sharp bound of the Hankel determinant of the third kind for starlike functions with real coefficients

... The sharp bound of the Hankel determinant of the third kind for starlike functions with real coefficients.. Oh Sang Kwon 1 and Young Jae Sim 1 *5[r] ... See full document

15

An identity related to Jordan's inequality

An identity related to Jordan's inequality

... Also, in the process of sharpening Jordan’s inequality, one can use the same method as did in [7] to introduce a parameter θ (0 < θ ≤ π) to replace the value π/2. Unfortunately, the preceding method will become ... See full document

6

On Sharp Triangle Inequalities in Banach Spaces II

On Sharp Triangle Inequalities in Banach Spaces II

... Moreover we consider equality attainedness for sharp triangle inequality and its reverse inequality in strictly convex Banach spaces.. Namely, we characterize equality attainedness of In[r] ... See full document

17

A New Kind of Old Folks’ Home

A New Kind of Old Folks’ Home

... A New Kind of Old Folks? Home A New Kind of Old Folks? Home | 1 A New Kind of Old Folks? Home By Kerry Pechter Thu, Feb 6, 2020 For retirees who want a bundled (but not too restrictive) solution to th[.] ... See full document

6

A sharp inequality for multilinear singular integral operators with non smooth kernels

A sharp inequality for multilinear singular integral operators with non smooth kernels

... known that multilinear operators are of great interest in harmonic analysis and have been widely studied by many authors (see [–]). Hu and Yang (see []) proved a variant sharp estimate for the multilinear ... See full document

14

The Best Approximation of the Sinc Function by a Polynomial of Degree  with the Square Norm

The Best Approximation of the Sinc Function by a Polynomial of Degree with the Square Norm

... Debnath, “A new generalized and sharp version of Jordan’s inequality and its applications to the improvement of the Yang Le inequality,” Applied Mathematics Letters, vol.. Debnath, “A ne[r] ... See full document

12

RETRACTED ARTICLE: A sharp Trudinger type inequality for harmonic functions and its applications

RETRACTED ARTICLE: A sharp Trudinger type inequality for harmonic functions and its applications

... Trudinger inequality problem (TIP) is generated from the method of mathemati- cal physics and nonlinear ...Trudinger inequality is actually a system of partial differential ... See full document

9

Sharp Nonexistence Results for a Linear Elliptic Inequality Involving Hardy and Leray Potentials

Sharp Nonexistence Results for a Linear Elliptic Inequality Involving Hardy and Leray Potentials

... Notice that 3.5 reduces to 1.1 if Σ S N−1 . Problem 3.5 is related to an improved Hardy inequality for maps supported in cone-like domains which will be discussed in Appendix A. Theorem 3.1. Let Σ be a Lipschitz ... See full document

21

Making fame ordinary: intimacy, reflexivity and ‘keeping it real’

Making fame ordinary: intimacy, reflexivity and ‘keeping it real’

... Why this is such a motif in contemporary culture can be understood in relation to the neo- liberal discourse of meritocracy. Of course, just as there is plenty right in wanting people to move beyond experiences of ... See full document

21

B  Y  Chen inequalities for semislant submanifolds in Sasakian
space forms

B Y Chen inequalities for semislant submanifolds in Sasakian space forms

... Chen (1993) established a sharp inequality for the sectional curvature of a sub- manifold in Riemannian space forms in terms of the scalar curvature and squared mean curvature. The notion of a semislant ... See full document

8

Two Sharp Inequalities for Power Mean, Geometric Mean, and Harmonic Mean

Two Sharp Inequalities for Power Mean, Geometric Mean, and Harmonic Mean

... Wu, “Generalization and sharpness of the power means inequality and their applications,” Journal of Mathematical Analysis and Applications, vol.. Richards, “Sharp power mean bounds for t[r] ... See full document

6

Optimal Power Mean Bounds for the Weighted Geometric Mean of Classical Means

Optimal Power Mean Bounds for the Weighted Geometric Mean of Classical Means

... Wu, “Generalization and sharpness of the power means inequality and their applications,” Journal of Mathematical Analysis and Applications, vol.. Richards, “Sharp power mean bounds for t[r] ... See full document

6

Weighted estimates for commutators on nonhomogeneous spaces

Weighted estimates for commutators on nonhomogeneous spaces

... norm inequality for commutators of Calder ´on-Zygmund operators with RBMO(μ) functions by an estimate for a variant of the sharp maximal function in the context of the nonho- mogeneous ... See full document

14

On the Strengthened Jordan&#039;s Inequality

On the Strengthened Jordan's Inequality

... Theorem 2.1 shows how to get a new estimate (2.2) from inequality (2.1). There are many functions g (x) satisfying (2.1) (i.e., there are many inequalities such as (2.1)). For each g (x), we can obtain a new ... See full document

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