N normed space and bounded n-linear functional n-赋范空间与有界n-线性泛函
Necessary and sufficient condition in which bounded linear functional exists enjoying definite value at basis on Banach space enjoying countable base 在具有可列基的Banach空间的基上取确定值的有界线性泛函存在的充要条件
In the paper, using the method of scalar assignment, we study upper semicontinuity of the general additive solution in infinite dimensional normed spaces by substitute the bounded linear functional in the infinite dimensional vector space for weight in common sense. 作者运用标量化的方法,利用无限维赋范空间中的有界线性泛函代替通常意义下的权重,讨论了无限维赋范空间中广义加权解的上半连续性。