China
Africa
Explore chapters and articles related to this topic
Inequalities
Published in John Bird, Bird's Engineering Mathematics, 2021
In mathematics, an inequality is a relation that holds between two values when they are different. A working knowledge of inequalities can be beneficial to the practising engineer, and inequalities are central to the definitions of all limiting processes, including differentiation and integration. When exact solutions are unavailable, inconvenient, or unnecessary, inequalities can be used to obtain error bounds for numerical approximation. Understanding and using inequalities is important in many branches of engineering.
Inequalities
Published in John Bird, Engineering Mathematics, 2017
In mathematics, an inequality is a relation that holds between two values when they are different. A working knowledge of inequalities can be beneficial to the practicing engineer, and inequalities are central to the definitions of all limiting processes, including differentiation and integration. When exact solutions are unavailable, inconvenient, or unnecessary, inequalities can be used to obtain error bounds for numerical approximation. Understanding and using inequalities is important in many branches of engineering.
Inequalities
Published in John Bird, Basic Engineering Mathematics, 2017
In mathematics, an inequality is a relation that holds between two values when they are different. A working knowledge of inequalities can be beneficial to the practising engineer, and inequalities are central to the definitions of all limiting processes, including differentiation and integration. When exact solutions are unavailable, inconvenient or unnecessary, inequalities can be used to obtain error bounds for numerical approximation. Understanding and using inequalities is important in many branches of engineering.
Strategy optimisation for coupled evolutionary public good games with threshold
Published in International Journal of Control, 2022
Shihua Fu, Ya-nan Pan, Jun-e Feng, Jianli Zhao
When , one has Denote as follows then is the solution set of inequality . This means that the total contribution of can reach to the threshold if and only if .