Title of article
The reflexivity of the category of stratified L-algebraic closure spaces
Author/Authors
Liu ، Mengying Department of Mathematical Sciences - Ocean University of China , Yue ، Yueli Department of Mathematics - Ocean University of China
From page
117
To page
127
Abstract
In this paper, for each commutative and integral quantale, we give the stratified Sierpinski L-algebraic closure space and a sobrification of stratified L-algebraic closure spaces. Furthermore, we show that SL-AC0–the category of stratified S0-L-algebraic closure spaces is epireflective in SL-AC–the category of stratified L-algebraic closure spaces, and SobLAC– the category of sober L-algebraic closure spaces is epireflective and E-firm epireflective in the category SL-AC0.
Keywords
stratified L , algebraic closure space , Sierpinski space , sober , epireflective
Journal title
Iranian Journal of Fuzzy Systems (IJFS)
Journal title
Iranian Journal of Fuzzy Systems (IJFS)
Record number
2774792
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