In this paper , some new nonlinear inequalities in n independent variables are established , which generalize several types of integral inequalities and discrete inequalities 本文推广了几类积分不等式和离散不等式，给出了含有n个无关变元的更广泛的非线性不等式。
Based on the integral inequality and other quality proved , the paper discusses the conclusion of the mid - value in theorem of integration mean which is got in open interval 摘要在证明了定积分不等式等性质的基础上，给出并证明了积分中值定理的中值在开区间内取得的结论。
Two sufficient conditions for the systems are concluded from the research . all the researches are on the base of prior reference and the results of this paper is quite different and superior to the results of correlated reference 第三节，研究的对象为一般的时滞神经网络，利用dini导数、积分不等式等工具,研究了神经网络的指数渐近稳定性与指数收敛率
We mainly study the following inequalities in n independent variables and in section two , we discussed nonlinear delay integral inequalities of ou - iang type on r which generalized integral inequality of ou - iang type in n independent variables that obtained by guo jifeng 第三节把重要的入at ，一ne ； ， a ；型非线性积分不等式推广夕j了含， ；个独立变量的情况考虑不等式咧u厂八c jf （
The compact minimal submanifold of a locally symmetric and conformally flat riemannian manifold are studied , and obtain the following intrinsic rigidity theorem . i . e . if m be a compact minimal submanifold of a locally symmetric and conformally flat riemannian manifold n ( superscript n + p ) 摘要研究了局部对称共形平坦黎曼流形的紧致极小子流形，即设m是局部对称共形平坦黎曼流形的n维紧致极小子流形，得到了这种子流形的若干内蕴刚性积分不等式，给出了流形全测地的限制条件。
