WOS: 000378243700003In this paper we obtain some weighted Cebysev-Ostrowski type integral inequalities on time scales involving functions whose first derivatives belong to L-p (a, b) (1 <= p <= infinity). We also give some other interesting inequalities as special cases
The concept of time scales has attracted the attention of mathematicians for a quarter-century. The ...
Our aim in this paper is to investigate some new integral inequalities on time scales, which provid...
In this paper, we prove a new weighted generalized Montgomery identity and then use it to obtain a w...
WOS: 000281340600038In this study, we establish some new weighted inequalities of Ostrowski and Ceby...
AbstractIn this study, we establish some new weighted inequalities of Ostrowski and Čebyšev type inv...
We present an improved variant of the Ostrowski’s inequality for\ud continuous functions on time sca...
AbstractAn Ostrowski type inequality for a double integral is derived via a ΔΔ-integral on time scal...
We prove Ostrowski inequalities (regular and weighted cases) on time scales and thus unify and exten...
AbstractIn this study, we establish some new weighted Iyengar type integral inequalities using Steff...
In this paper, we present time scales versions of Ostrowski and Gr¨uss type inequalities containing ...
The motivation of this paper is to explore some new inequalities of Steffensen-type which were demon...
We first derive a perturbed Ostrowski-type inequality on time scales for k points for functions whos...
AbstractIn this paper, we present some new generalized 2D Ostrowski-Grüss type integral inequalities...
Abstract. In this article we study some results related to integral inequal-ities by using Hölder’s...
In this short paper, a time scales version of Ostrowski’s inequality is further generalized
The concept of time scales has attracted the attention of mathematicians for a quarter-century. The ...
Our aim in this paper is to investigate some new integral inequalities on time scales, which provid...
In this paper, we prove a new weighted generalized Montgomery identity and then use it to obtain a w...
WOS: 000281340600038In this study, we establish some new weighted inequalities of Ostrowski and Ceby...
AbstractIn this study, we establish some new weighted inequalities of Ostrowski and Čebyšev type inv...
We present an improved variant of the Ostrowski’s inequality for\ud continuous functions on time sca...
AbstractAn Ostrowski type inequality for a double integral is derived via a ΔΔ-integral on time scal...
We prove Ostrowski inequalities (regular and weighted cases) on time scales and thus unify and exten...
AbstractIn this study, we establish some new weighted Iyengar type integral inequalities using Steff...
In this paper, we present time scales versions of Ostrowski and Gr¨uss type inequalities containing ...
The motivation of this paper is to explore some new inequalities of Steffensen-type which were demon...
We first derive a perturbed Ostrowski-type inequality on time scales for k points for functions whos...
AbstractIn this paper, we present some new generalized 2D Ostrowski-Grüss type integral inequalities...
Abstract. In this article we study some results related to integral inequal-ities by using Hölder’s...
In this short paper, a time scales version of Ostrowski’s inequality is further generalized
The concept of time scales has attracted the attention of mathematicians for a quarter-century. The ...
Our aim in this paper is to investigate some new integral inequalities on time scales, which provid...
In this paper, we prove a new weighted generalized Montgomery identity and then use it to obtain a w...
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