1) universal bound
泛界
3) Upper bounded function
上界泛函
4) functional critical point
泛函临界点
1.
By means of functional critical point method, some general sufficient conditions for the existence of classical solutions to the Dirichlet boundary value problems are obtained.
借助于求泛函临界点的方法来讨论经典解的存在性。
5) generalization error bounds
泛化误差界
6) bounded linear functional
有界线性泛函
1.
we prove that any bounded linear functional f in Banach Spaces X does yield a positive cone P.
证明了Banach空间X上任意非零有界线性泛函f都可以诱导出一个正锥P,并且此正锥导出的半序≤P与f导出的半序≤本质上是一致的。
2.
This paper presents the general form of bounded linear functionals on K?the the function space which includes unit element with the absolutely continous norm and is monotone complete.
给出了具有绝对连续范数单位元的单调完备K the函数空间上有界线性泛函的一般表达
补充资料：泛唇泛舌
1.亦作"泛唇泛舌"。 2.议论纷纷。
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