1) dual p pair
对偶q对
2) q-dual sequences
q-对偶序列
3) dual q-frame
可对偶q-框架
1.
As a result some similar conclusions to those in Hilbert spaces are obtained,with some necessary and sufficient conditions of dual q-frame in Banach spaces are introduced.
在分析算子和合成算子概念的基础上讨论了Banach空间中的q-框架的性质,得到了与H ilbert空间框架中相类似的一些结论,并给出了可对偶q-框架的充要条件。
2.
We introduce the concept of dual q-frame.
在Banach空间上引入了可对偶q-框架的概念,讨论了它判定的充要条件以及扰动和稳定性。
4) q pair
q对
1.
Let (E,ε) be a state space, (q(x), q(x, dy)) be a conservative q pair, that is,q(x,E)=q(x), x∈E, π is a set of strictly positive probability measure such that7r((?)/A) = 0, A∈ε.
设(E,ε)是状态空间,(q(x),q(x,dy))为保守的q对,即 q(x,E)=q(x),x∈E,π是一严格正的概率测度,满足 π(ΩIA)=0,A∈ε。
5) q-pair
q-对
1.
Then,we discuss the question that when there is a q-process P(t),such thatπwhich is theμ-invariant measure orμ-subinvariant measure of a given q-pair,is theμ-invariant measure of P(t).
首先,给出了含有瞬时态的q-过程存在性定理;然后分别对给了q-对的μ-不变测度或μ-次不变测度π,何时存在q-过程P(t),使得π是P(t)的μ-不变测度的问题分了三种情形进行了讨论研究。
2.
In this paper,the author discusses the question that when there is a q-process P(t),such that π which is the μ-invariant measure of a given q-pair containing absorb states,is the μ-invariant measure of P(t),and two necessary and sufficient conditions are obtained.
本文对给了全稳定含吸收态的q-对的μ-不变测度,何时存在q-过程P(t),使得π是P(t)的μ-不变测度的问题进行了讨论研究,并给出了两个充要条件。
6) duality
[英][dju:'æləti] [美][du'ælətɪ]
对偶
1.
Lagrangian duality for vector optimization of set-valued maps;
集值映射向量最优化中的拉格朗日对偶问题
2.
Study on risk measures-duality method;
风险的测度研究──对偶方法
3.
Optimality and duality for minimax fractional problems;
极大极小分式优化的最优性与对偶
补充资料：对偶对
对偶对
dual pair
对偶对[山司钾介;及ya月.a，napa] 同一域上的向量空间对(E，E‘)连同ExE’上的非退化双线性型(x，x’).见拓扑向量空间理论中的对偶性(d珑山ty). M.H.B。瓶exo那仆肠撰余庆余译
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