2014Advanced materials researchOpen access

Estimation of the Unknown Function of Integral Inequality with Power Function and its Application

Wu Sheng Wang, Tian Su

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Abstract

In this paper, we establish a new weakly singularity integral inequality with two variables, which generalize the unknown function with a variable to composite function of power function with unknown function with two variables. Under certain conditions, the estimation of unknown function is given by technique of change of variable, amplification method, integration and differentiation, discrete Jensen inequality and inequality.

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What this paper is about

In this paper, we establish a new weakly singularity integral inequality with two variables, which generalize the unknown function with a variable to composite function of power function with unknown function with two variables. Under certain conditions, the estimation of unknown function is given by technique of change of variable, amplification method, integration and differentiation, discrete Jensen inequality and inequality.

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Available abstract

In this paper, we establish a new weakly singularity integral inequality with two variables, which generalize the unknown function with a variable to composite function of power function with unknown function with two variables. Under certain conditions, the estimation of unknown function is given by technique of change of variable, amplification method, integration and differentiation, discrete Jensen inequality and inequality.

Key concepts: Function (biology), Mathematics, Inequality, Variable (mathematics), Power (physics), Jensen's inequality, Singularity, Estimation

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