--Please select--
Title
Author
Abstract
Keywords
Institution
CLC Number
DOI
+Advanced Search
Home
Home
>
Archive
>
Volume 30, Issue 12, 2007
>89-92. DOI:10.11835/j.issn.1000-582X.2007.12.021
Online First
PDF
HTML
XML
Export
Cite reminder
Ideal and Congruence on Quantale
DOI:
10.11835/j.issn.1000-582X.2007.12.021
CSTR:
[cstr]
Author:
PAN Fang-fang,HAN Sheng-wei
PAN Fang-fang,HAN Sheng-wei
Find this author on All Journals
Find this author on BaiDu
Search for this author on this site
Affiliation:
Clc Number:
O153.1
Fund Project:
Article
|
Figures
|
Metrics
|
Reference
|
Related [20]
|
Cited by [0]
|
Materials
|
Comments
Abstract:
Key words:
完备格
;
Quantale
;
理想
;
理想余核
;
同余
Reference
Related
[1]
PAN Fang-fang,HAN Sheng-wei.
Ideal and Congruence on Quantale
[J].Journal of Chongqing University(Natural Science Edition),2007,30(12):89-92.
[2]
王顺钦,赵彬.
Ideal of Quantale
[J].Journal of Shaanxi Normal University: Nat Sci Ed,2003,31(4):7-10.
[3]
LI Ai-ping.
The Prime Ideal and Congruence of SM-algebras
[J].Journal of Wenzhou University Natural Science,2003,24(5):50-54.
[4]
A Note on the Ideal and Filter Congruence Relations on Pseudo Complement MS Algebras
[J].Journal of Shantou University(Natural Science Edition)
[5]
ZHAO Xiu-lan,LIU Jie.
The Kernel Ideal and Congruence of Pseudo Complemented MS-Algebras
[J].Journal of Jiangxi Normal University (Natural Sciences Edition),2014(6):565-568.
[6]
LIU Qing-feng,PAN Hong,ZHAO Hong-li.
The Minimum π-group Congruence and Group Congruence onπ-regular Semigroups
[J].Journal of Wuyi University(Natural Science Edition),2009,23(2):75-78.
[7]
A Note on the Ideal and Filter Congruence Relations on Double Pseudo-Complement Ockham Algebras
[J].Journal of Shantou University(Natural Science Edition)
[8]
A Note on the Ideal Congruence Relations on Pseudocomplement Ockham Algebras
[J].Journal of Sichuan University of Science & Engineering(Natural Science Editton)
[9]
LI Yong-ming.
Noncommutative linear logic and its Quantale semantics
[J].Journal of Shaanxi Normal University: Nat Sci Ed,2001,29(2):1-5.
[10]
ZHANG Qiu-na.
Ideals and Congruence Ideal of Double Stone Algebra
[J].Journal of Gansu Lianhe University :Natural Sciences,2007,21(5):15-16,26.
[11]
MA Jue,ZHOU Yi-hui.
Fuzzy Ideals in Quantale
[J].Journal of southwest china normal university(natural science edition),2011,36(3).
[12]
LIU Zhibin.
On the simple Quantale
[J].Journal of Zhejiang Normal University Natural Sciences,2006,29(3):241-246.
[13]
LIU Zhibin.
Nuclei of the Quantale
[J].Journal of Zhejiang Normal University Natural Sciences,2007,30(4):389-394.
[14]
YAO Wei and LI Yan.
Fuzzy Domains based on a preidempotent unital commutative Quantale
[J].Journal of Hebei University of Science and Technology,2013,34(2):119-124.
[15]
LI Jing,LIU Xue-cheng.
The Conuclei of Quantale Modules and the Dual Bimodule of Quantale
[J].Journal of Xinyang Teachers College(Natural Science Edition),2009,22(2).
[16]
LI Yong,ming.
Dual Quantale and their properties
[J].Journal of Shaanxi Normal University: Nat Sci Ed,2001,29(1):1-5.
[17]
WU Tao,WU Hongbo.
Embedding of Quantale System
[J].Journal of Jilin University: Sci Ed,2017,55(5):1084-1088.
[18]
MA Nana,ZHAO Bin.
Quantale Algebra Nucleus and Its Extension
[J].Journal of Jilin University: Sci Ed,2016,54(1):21-26.
[19]
王蕊,赵彬.
filter of an idempotent Quantale and its properties
[J].Journal of Shaanxi Normal University: Nat Sci Ed,2008,36(4).
[20]
LIU Zhi-bin,ZHAO Bin.
Characterization of idempotent left-side spatial Quantale
[J].Journal of Shaanxi Normal University: Nat Sci Ed,2004,32(2):10-13.
Cited by
[1]
PAN Fang-fang,HAN Sheng-wei.
Left (Right) Implication Nuclei on Quantales
[J].Fuzzy Systems and Mathematics,2012,26(6).
Comments
Comments
分享到微博
Submit
Get Citation
潘芳芳,韩胜伟. Quantale中的理想与同余[J].重庆大学学报,2007,30(12):89~92
Copy
Related Videos
Share
0
Article Metrics
Abstract:
692
PDF:
1004
HTML:
0
Cited by:
0
History
Received:
Revised:
November 20,2007
Adopted:
Online:
Published:
Article QR Code