Add to ORKGBounds are obtained for the Chebychev functional by using what is termed as the Ostrowski seminorm which is related to an inequality developed by Ostrowski. The Ostrowski seminorm is also compared to the A-seminorm introduced in earlier work by the authors
A companion of Ostrowski’s inequality for functions of bounded variation and applications are given
The main objective of this paper is to present several weighted Ostrowski and Gruss type inequalitie...
Optimal upper bounds are given to the deviation of a function f ϵ CN([a, b]), N ϵ ℕ, from its averag...
Bounds are obtained for the Chebychev functional by using what is termed as the Ostrowski seminorm w...
This article investigates the relationship between the Ostrowski, Trapezoidal and Chebychev function...
This article investigates the relationship between the Ostrowski, Trapezoidal and Chebychev function...
Some upper bounds for the modulus of the Chebychev functional in terms of △-seminorms are pointed ou...
In this paper we point out some bounds for the remainder of a generalised Ostrowski type formula by ...
Abstract. The Ostrowski inequality expresses bounds on the deviation of a function from its integral...
The Ostrowski inequality expresses bounds on the deviation of a function from its integral mean. The...
The aim of this note is to provide some reverse inequalities for the Chebyshev functional
Bounds for discrete Chebychev functionals that involve means of\ud sequences of different lengths ar...
Making use of an identity of Dragomir and Barnett, proved in [13] [published in J. Indian Math. Soc....
An Ostrowski type inequality for vector-valued functions of bounded semivariation and its applicatio...
A companion of Ostrowski’s inequality for functions of bounded variation and applications are given
A companion of Ostrowski’s inequality for functions of bounded variation and applications are given
The main objective of this paper is to present several weighted Ostrowski and Gruss type inequalitie...
Optimal upper bounds are given to the deviation of a function f ϵ CN([a, b]), N ϵ ℕ, from its averag...
Bounds are obtained for the Chebychev functional by using what is termed as the Ostrowski seminorm w...
This article investigates the relationship between the Ostrowski, Trapezoidal and Chebychev function...
This article investigates the relationship between the Ostrowski, Trapezoidal and Chebychev function...
Some upper bounds for the modulus of the Chebychev functional in terms of △-seminorms are pointed ou...
In this paper we point out some bounds for the remainder of a generalised Ostrowski type formula by ...
Abstract. The Ostrowski inequality expresses bounds on the deviation of a function from its integral...
The Ostrowski inequality expresses bounds on the deviation of a function from its integral mean. The...
The aim of this note is to provide some reverse inequalities for the Chebyshev functional
Bounds for discrete Chebychev functionals that involve means of\ud sequences of different lengths ar...
Making use of an identity of Dragomir and Barnett, proved in [13] [published in J. Indian Math. Soc....
An Ostrowski type inequality for vector-valued functions of bounded semivariation and its applicatio...
A companion of Ostrowski’s inequality for functions of bounded variation and applications are given
A companion of Ostrowski’s inequality for functions of bounded variation and applications are given
The main objective of this paper is to present several weighted Ostrowski and Gruss type inequalitie...
Optimal upper bounds are given to the deviation of a function f ϵ CN([a, b]), N ϵ ℕ, from its averag...