On Grüss type inequalities for double integrals - Pachpatte - 2002 () Citation Context ...x) Remark 2.7. In [4] and the references cited therein, many generalisations of Grüss inequality (1.2) are given. Multidimensional integral inequalities of the Grüss type were recently established ...
We prove the Ostrowski type inequality for double integrals on time scales and thus unify corresponding continuous and discrete versions from the literature. We also apply the Ostrowski inequality for double integrals to the quantum time scales.关键词: Ostrowski type inequality Double integral Time scal...
A Hardy-type inequality with singular kernels at zero and on the boundary ∂Ω is proved. Sharpness of the inequality is obtained for Ω= B 1(0).
The geodesic equations of the Bianchi type I are calculated and their solutions are presented in the form of first integrals. It is shown that pointlike fr... GGL Nashed - 《Chaos Solitons & Fractals》 被引量: 2发表: 2004年 The energy of the universe in the Bianchi type-II cosmological...
In this paper we first derive an Ostrowski type inequality on time scales for double integrals via ΔΔ-integral which unify corresponding continuous and discrete versions. We then replace the ΔΔ-integral by the ∇ ∇-, Δ∇-, and ∇Δ-integrals and get completely analogous results. ...
In this paper, we establish a new weighted Ostrowski-type inequality for double integrals involving functions of two independent variables by using fairly elementary analysis. Download references Author information Authors and Affiliations Faculty of Science and Arts, Department of Mathematics, Düzce Univer...
Make type dependency work to your advantage when programming with the Java Collections API, generics, and lambda expressions.
This book presents new results in the theory of the double Mellin-Barnes integrals popularly known as the general H-function of two variables.A general integral convolution is constructed by the au...
An IMT-Type Double Exponential Formula for Numerical Integration A quadrature formula for evaluation of improper integrals over (−1,1) is presented, which is obtained in such a way that the interval of integration (−1, 1) is transformed into (−∞, ∞) by =tanh(sinh 2/ (l − ...
摘要: A Hardy-type inequality with singular kernels at zero and on the boundary ∂Ω is proved. Sharpness of the inequality is obtained for Ω= B 1(0).关键词:26D10 Hardy inequality Sharp estimates DOI: 10.2478/s11533-013-0260-6 年份...