1) multilayer multidimensional relation element extension set
多层高维关系元可拓集
1.
In order to study interactions and interrelations amongst subsystems in complex systems with multilayer multidimensional structure,according to the principle of extenics,the concepts of multilayer multidimensional relation element extension set and its positive field,negative field,zero boundary are presented.
为研究多层高维复杂系统中各子系统之间的相互作用和相互关系,运用可拓学原理,提出了多层高维关系元可拓集及其正域、负域、零界的概念。
2) multilayer multidimensional affair element extension set
多层多维事元可拓集
1.
According to the principle of extenics, in order to establish the extension model of affair element for a complex system, the concept of multilayer multidimensional affair element extension set and its positive field, negative field and extension boundary were presented based on the concept of n-dimensional affair element extension set.
为了建立复杂系统的事元可拓模型,针对现实世界中具有多层结构、每个子层次结构又具有多个特征的复杂系统中各子系统的相互作用问题,从可拓学原理出发,在n维事元可拓集概念的基础上,提出了多层多维事元可拓集及其正域、负域、拓界的概念。
3) multilayer multidimensional matter element system extension set
多层多维物元系统可拓集
1.
In order to study contradictory problems of multilayer multidimensional complex systems, based on the concept of n-dimensional matter element extension set, the concepts of multilayer multidimensional matter element system extension set and its positive field, negative field, zero boundary and its extension field as well as its stable field were given.
为了研究多层多维复杂系统的矛盾问题,运用可拓学原理,在n维物元可拓集概念的基础上,提出了多层多维物元系统可拓集及其正域、负域、零界的概念,给出了多层多维物元系统可拓集的可拓域、稳定域的定义,讨论了多层多维物元系统可拓集的一些性质。
4) multilayer multidimensional dynamic extension set
多层高维动态可拓集合
1.
In order to study the contradiction problems of multilayer multidimensional dynamic complex systems,in this paper,based on n-dimensional dynamic extension set,the concepts of multilayer multidimensional dynamic extension set and its extension field as well as its stable field are given.
为了研究多层高维动态复杂系统矛盾问题,在n维动态可拓集合基础上,提出了多层高维动态可拓集合及其可拓域、稳定域的概念,并讨论了多层高维动态可拓集合的交、并运算。
5) n-dimensional element developable multitude
n维物元可拓集
6) extension relationship
可拓关系
1.
The tactical win is described with the concept of the extension relationship, the method of extension about the tactical win and the extension field of the tactical win are discussed in this paper.
并借助于可拓关系对目标市场策略的赢得进行了描述，讨论了策略赢得可拓的实现手段，及策略赢得的可拓
补充资料：多层沉积层
分子式：
CAS号：
性质：由两种或两种以上相继沉积的金属构成的沉积层。这些沉积层可以由不同特性的同一金属或不同金属构成。如为了提高镍镀层的防护性，有时采用双层镍或三层镍镀层。又如为防护-装饰目的采用的铜/镍/铬三层镀层。
CAS号：
性质：由两种或两种以上相继沉积的金属构成的沉积层。这些沉积层可以由不同特性的同一金属或不同金属构成。如为了提高镍镀层的防护性，有时采用双层镍或三层镍镀层。又如为防护-装饰目的采用的铜/镍/铬三层镀层。
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