New Sharp Bound for a General Ostrowski Type Inequality (Report) New Sharp Bound for a General Ostrowski Type Inequality (Report)

New Sharp Bound for a General Ostrowski Type Inequality (Report‪)‬

Tamsui Oxford Journal of Mathematical Sciences 2010, May, 26, 1

    • 5,99 US$
    • 5,99 US$

Lời Giới Thiệu Của Nhà Xuất Bản

1. Introduction In (1), the author has proved a general sharp Ostrowski-Gruss type inequality as follows:

THỂ LOẠI
Khoa Học & Tự Nhiên
ĐÃ PHÁT HÀNH
2010
1 tháng 5
NGÔN NGỮ
EN
Tiếng Anh
ĐỘ DÀI
5
Trang
NHÀ XUẤT BẢN
Aletheia University
NGƯỜI BÁN
The Gale Group, Inc., a Delaware corporation and an affiliate of Cengage Learning, Inc.
KÍCH THƯỚC
56,5
Kb
Contributions in Mathematics and Engineering Contributions in Mathematics and Engineering
2016
Topics in Mathematical Analysis and Applications Topics in Mathematical Analysis and Applications
2014
The Analysis and Geometry of Hardy's Inequality The Analysis and Geometry of Hardy's Inequality
2015
On Sharp Perturbed Trapezoidal Inequalities for the Harmonic Sequence of Polynomials (Report) On Sharp Perturbed Trapezoidal Inequalities for the Harmonic Sequence of Polynomials (Report)
2007
Additive Number Theory Additive Number Theory
2010
Advances in Mathematical Inequalities and Applications Advances in Mathematical Inequalities and Applications
2018
Investigations on Multi-Sensor Image System and Its Surveillance Applications Investigations on Multi-Sensor Image System and Its Surveillance Applications
2013
Draw on My Perception Draw on My Perception
2021
Cultural Mavericks Cultural Mavericks
2026
Neuroscience of Anesthesia Neuroscience of Anesthesia
2025
Multi-Sensor Image Fusion and Its Applications Multi-Sensor Image Fusion and Its Applications
2018
Integrated Imaging and Vision Techniques for Industrial Inspection Integrated Imaging and Vision Techniques for Industrial Inspection
2015