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On certain subclass of harmonic univalent functions defined by a generalized Ruscheweyh derivatives operator
Harmonic univalent functions Ruscheweyh derivative
2010/9/20
In this paper, the class SH(α, β; n, λ) of univalent harmonic and sense-preserving mappings in the unit disk is introduced. The distortion inequalities and extreme points for functions in the class SH...
Nontrivial solutions for nonlinear higher order multi-point boundary value problem on time scales with all derivatives
Time scale Positive solutions Higher order multi-point boundary
2010/9/15
In this paper, we consider the existence of nontrivial solutions for nonlinear higher order multi-point boundary value problem on time scales with all derivatives. In the case where a nonlinearity may...
Integral Means Inequalities for Fractional Derivatives of Some General Subclasses of Analytic Functions
Integral means inequalities Fractional derivatives Analytic functions Univalent functions Extreme points Subordination
2008/6/30
Integral Means Inequalities for Fractional Derivatives of Some General Subclasses of Analytic Functions.
Meromorphic Functions that Share One Value with their Derivatives
Meromorphic functions Uniqueness Sharing values
2008/6/30
In this paper, we deal with the problems of uniqueness of meromorphic functions that share one finite value with their derivatives and obtain some results that improve the results given by Rainer Brüc...
Neighbourhoods and Partial Sums of Starlike Functions Based on Ruscheweyh Derivatives
Univalent Starlike Convex
2008/6/30
Neighbourhoods and Partial Sums of Starlike Functions Based on Ruscheweyh Derivatives.
On Cebysev Type Inequalities Involving Functions Whose Derivatives Belong to $L_p $ Spaces
Cebysev type inequalities $L_p $ spaces Integral identities Absolutely continuous functions Holder's integral inequality
2008/6/30
On Cebysev Type Inequalities Involving Functions Whose Derivatives Belong to $L_p $ Spaces.
On Chebyshev Type Inequalities Involving Functions Whose Derivatives Belong to $L_p$ Spaces via Isotonic Functionals
Chebyshev inequality Isotonic linear functionals
2008/6/27
In this paper we establish new Chebyshev type inequalities via linear functionals.
On Ostrowski-Grüss-Cebysev Type Inequalities for Functions Whose Modulus of Derivatives are Convex
Ostrowski-Grüss-Cebysev type inequalities Modulus of derivatives Convex Log-convex Integral identities
2008/6/27
The aim of the present paper is to establish some new Ostrowski-Grüss-Cebysev type inequalities involving functions whose modulus of the derivatives are convex.
Rate of Convergence of Summation-Integral Type Operators with Derivatives Of Bounded Variation
Linear positive operators Bounded variation Total variation Rate of convergence
2008/6/27
Rate of Convergence of Summation-Integral Type Operators with Derivatives Of Bounded Variation.
On Landau Type Inequalities for Functions with Hölder Continuous Derivatives
Landau inequality Hö lder continuity
2008/6/27
An inequality of Landau type for functions whose derivatives satisfy Hölder's condition is studied.
Some Distortion Inequalities Associated with the Fractional Derivatives of Analytic and Univalent Functions
Distortion inequalities analytic functions fractional derivatives univalent functions convex functions hypergeometric function
2008/6/27
Some Distortion Inequalities Associated with the Fractional Derivatives of Analytic and Univalent Functions.
Sharp Grüss-type Inequalities for Functions whose Derivatives are of Bounded Variation
Riemann-Stieltjes integral Functions of bounded variation Lipschitzian functions Integral inequalities Č ebyš ev Grüss Ostrowski and Lupaş type inequalities
2008/6/26
Sharp Grüss-type inequalities for functions whose derivatives are of bounded variation (Lipschitzian or monotonic) are given. Applications in relation with the well-known Čebyšev, Grüss, Ost...
期刊信息
篇名
【5】Local and global integrability of derivatives of solutions in obstacle problems
语种
英文
撰写或编译
作者
叶玉全,陈启宏
第一作者单位
刊物名称
Mathematica Applicata
页面
Vol 16, 148-152, (2003)
出版日期
2003年
月
日
文章标识(ISSN)...