摘要
在LF闭包空间中引入层连通性质,给出了其等价刻画及其基本性质,证明了LF闭包空间的层连通性是弱同胚不变的和可乘的。
The concept of layer connectedness is defined in LF-closure spaces,the several equivalent conditions and some basic properties of its are discussed,moreover,it is proved weakly-invariant under continuous L-valued Zadeh function and multiplicated.
出处
《价值工程》
2011年第36期126-127,共2页
Value Engineering
基金
渭南师范学院研究生项目(09YKZ004)
关键词
LF闭包空间
层连通性
弱同胚不变的
可乘的
LF-closure space
layer connectedness property
weakly-invariant under continous L-valued Zadeh function
multiplication
