1) Regularity estimate
正则估计
1.
The local extence uniqueness and regularity estimate of the solutions areobtained.
研究了一般Ｂａｎａｃｈ空间中的抛物型拟线性发展方程的初值问题，获得了解的局部存在性、唯一性及正则估计，还给出了整体解存在的判别准则。
2) estimation of regularity
正则性估计
1.
A nonlinear and strongly coupled vegetation ecological system was investigated by using energy method and inequality embedment,and the estimation of regularity was established for its non-negative weak solution,so that the continuous dependence of non-negative weak solution of vegetation ecological system on the initial values was obtained.
利用能量方法,采用嵌入不等式研究一个非线性强耦合生态植被系统,建立非负弱解正则性估计,得到植被生态系统非负弱解对初值的连续依赖性。
3) regularized robust estimator
正则化抗差估计
4) efficient regular estimation
有效正则估计量
5) local regularity estimates
局部正则性估计
1.
By the way of Morawetz multiplier,the local regularity estimates for the Schrdinger equation with potentials are developed which genaralize the addition condition.
为将附加条件推广到更一般的情况,考虑了带有势函数的Schrdinger方程的初值问题,利用Morawetz乘子,得到了带有势函数的Schrdinger方程解的局部正则性估计。
6) elliptic regularity argument
椭圆正则性估计
补充资料：凡事豫则立，不豫则废
1.谓做任何事情，事先谋虑准备就会成功，否则就要失败。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条