1) weaktopology
弱*拓扑
2) weak topology
弱拓扑
1.
In weak topology condition the relationship between the approximate and exact solutions to a class of nonlinear Volterra integral equations is considered.
主要考虑Banach空间中一类非线性Volterra型积分方程在弱*拓扑下逼近解与精确解之间的关系,并由此通过比较定理在弱紧型条件下获得方程解的存在性结果。
2.
Endow M1(s)with the weak topology.
令S为Polish空间,M1(S)为其上所有的概率构成的空间,赋予M1(S)弱*拓扑。
3.
Variational method of characteristic value of non-self-conjugate compact operators in complete space is used,and the point spectrum of operators based on weak topology has been discussed in Banach space and Hilbert space.
运用完备空间中非自共轭紧算子特征值的变分法,在Banach空间和H ilbert空间中讨论了基于弱*拓扑的算子的点谱,在不要求算子具有紧性的条件下,运用代数弱*拓扑的方法,将完备空间中的算子的点谱进一步推广,推导过程与算子空间的特征子空间的弱*拓扑性质无关。
3) weak Zariski topology
弱Zariski拓扑
1.
Then specl(R) is a space with weak Zariski topology.
设R是任意带单位元的结合环,specl(R)是弱Zariski弱*拓扑空间。
4) weak~* topology
"*弱"拓扑
5) W ~* Topology
星弱拓扑
6) weak operator topology(WOT)
弱拓扑(WOT)
补充资料：弱拓扑
弱拓扑
weak topology
【补注】上面引人的弱拓扑常常记为6(X，F)，它是Hausdorff拓扑，当且仅当F分离X的点. 亦见强拓扑(strong topo10gy).弱拓扑【we欧tq军，l卿;c月a6既Tono几or抓] 向量空间X上由半范数(selrll一norm)族P(x)“}f(x)}生成的局部凸拓扑(IOCa刀y eonvex topology)，这里f跑遍(代数的)对偶空间(dUal sPace)X‘的某个子集F.
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