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Lim, Jung Wook

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Author ID: lim.jung-wook Recent zbMATH articles by "Lim, Jung Wook"
Published as: Lim, Jung Wook
External Links: MGP
Documents Indexed: 42 Publications since 2010

Publications by Year

Citations contained in zbMATH Open

26 Publications have been cited 109 times in 58 Documents Cited by Year
Prüfer \(v\)-multiplication domains and related domains of the form \(D+D_S[\varGamma ^{*}]\). Zbl 1192.13002
Chang, Gyu Whan; Kang, Byung Gyun; Lim, Jung Wook
15
2010
\(S\)-Noetherian properties on amalgamated algebras along an ideal. Zbl 1282.13009
Lim, Jung Wook; Oh, Dong Yeol
9
2014
On \(S\)-strong Mori domains. Zbl 1304.13038
Kim, Hwankoo; Kim, Myeong Og; Lim, Jung Wook
8
2014
Numerical semigroup rings and almost Prüfer v-multiplication domains. Zbl 1254.13004
Chang, Gyu Whan; Kim, Hwankoo; Lim, Jung Wook
8
2012
Integral domains in which every nonzero \(t\)-locally principal ideal is \(t\)-invertible. Zbl 1281.13002
Chang, Gyu Whan; Kim, Hwankoo; Lim, Jung Wook
8
2013
\(S\)-Noetherian properties of composite ring extensions. Zbl 1329.13001
Lim, Jung Wook; Oh, Dong Yeol
7
2015
Generalized Krull domains and the composite semigroup ring \(D+E[\Gamma^{\ast}]\). Zbl 1275.13001
Lim, Jung Wook
6
2012
Chain conditions on composite Hurwitz series rings. Zbl 1386.13010
Lim, Jung Wook; Oh, Dong Yeol
5
2017
A note on \(S\)-Noetherian domains. Zbl 1329.13006
Lim, Jung Wook
5
2015
Almost Prüfer \(v\)-multiplication domains and related domains of the form \(D+D_S[\Gamma ^{\ast}]\). Zbl 1285.13003
Chang, Gyu Whan; Lim, Jung Wook
5
2013
Composite Hurwitz rings satisfying the ascending chain condition on principal ideals. Zbl 1386.13053
Lim, Jung Wook; Oh, Dong Yeol
4
2016
\(s\)-Noetherian rings and their extensions. Zbl 1357.16039
Baeck, Jongwook; Lee, Gangyong; Lim, Jung Wook
4
2016
The \(D + E[\varGamma^*]\) construction from Prüfer domains and GCD-domains. Zbl 1233.13007
Lim, Jung Wook
4
2011
Chain conditions in special pullbacks. Zbl 1258.13025
Lim, Jung Wook; Oh, Dong Yeol
4
2012
Almost factoriality of integral domains and Krull-like domains. Zbl 1260.13029
Chang, Gyu Whan; Kim, Hwankoo; Lim, Jung Wook
3
2012
\(S\)-\(\ast_w\)-principal ideal domains. Zbl 1394.13002
Kim, Hwankoo; Lim, Jung Wook
2
2018
Weakly Krull domains and the composite numerical semigroup ring \(D + E[\Gamma ^{\ast }]\). Zbl 1261.13002
Lim, Jung Wook
2
2012
On almost factoriality of integral domains. Zbl 1364.13007
Lim, Jung Wook
2
2016
\( \tau_w\)-Loewy modules and their applications. Zbl 1430.13029
Kim, Hwankoo; Lim, Jung Wook; Zhou, Dechuan
1
2019
The \(\ast\)-Nagata ring of almost Prufer \(\ast\)-multiplication domains. Zbl 1317.13004
Lim, Jung Wook
1
2014
The \(t\)-Nagata ring of \(t\)-Schreier domains. Zbl 1360.13024
Lim, Jung Wook
1
2015
Two generalizations of LCM-stable extensions. Zbl 1272.13004
Chang, Gyu Whan; Kim, Hwankoo; Lim, Jung Wook
1
2013
A note on \(\ast_w\)-Noetherian domains. Zbl 1272.13005
Hwang, Chul Ju; Lim, Jung Wook
1
2013
Semigroup rings as almost Prüfer \(v\)-multiplication domains. Zbl 1404.13022
Lim, Jung Wook; Oh, Dong Yeol
1
2018
When are graded integral domains almost GCD-domains. Zbl 1295.13005
Lim, Jung Wook
1
2013
The zero-divisor graph of the ring of integers modulo \(n\). Zbl 1444.05064
Pi, Seung Jun; Kim, Se Hun; Lim, Jung Wook
1
2019
\( \tau_w\)-Loewy modules and their applications. Zbl 1430.13029
Kim, Hwankoo; Lim, Jung Wook; Zhou, Dechuan
1
2019
The zero-divisor graph of the ring of integers modulo \(n\). Zbl 1444.05064
Pi, Seung Jun; Kim, Se Hun; Lim, Jung Wook
1
2019
\(S\)-\(\ast_w\)-principal ideal domains. Zbl 1394.13002
Kim, Hwankoo; Lim, Jung Wook
2
2018
Semigroup rings as almost Prüfer \(v\)-multiplication domains. Zbl 1404.13022
Lim, Jung Wook; Oh, Dong Yeol
1
2018
Chain conditions on composite Hurwitz series rings. Zbl 1386.13010
Lim, Jung Wook; Oh, Dong Yeol
5
2017
Composite Hurwitz rings satisfying the ascending chain condition on principal ideals. Zbl 1386.13053
Lim, Jung Wook; Oh, Dong Yeol
4
2016
\(s\)-Noetherian rings and their extensions. Zbl 1357.16039
Baeck, Jongwook; Lee, Gangyong; Lim, Jung Wook
4
2016
On almost factoriality of integral domains. Zbl 1364.13007
Lim, Jung Wook
2
2016
\(S\)-Noetherian properties of composite ring extensions. Zbl 1329.13001
Lim, Jung Wook; Oh, Dong Yeol
7
2015
A note on \(S\)-Noetherian domains. Zbl 1329.13006
Lim, Jung Wook
5
2015
The \(t\)-Nagata ring of \(t\)-Schreier domains. Zbl 1360.13024
Lim, Jung Wook
1
2015
\(S\)-Noetherian properties on amalgamated algebras along an ideal. Zbl 1282.13009
Lim, Jung Wook; Oh, Dong Yeol
9
2014
On \(S\)-strong Mori domains. Zbl 1304.13038
Kim, Hwankoo; Kim, Myeong Og; Lim, Jung Wook
8
2014
The \(\ast\)-Nagata ring of almost Prufer \(\ast\)-multiplication domains. Zbl 1317.13004
Lim, Jung Wook
1
2014
Integral domains in which every nonzero \(t\)-locally principal ideal is \(t\)-invertible. Zbl 1281.13002
Chang, Gyu Whan; Kim, Hwankoo; Lim, Jung Wook
8
2013
Almost Prüfer \(v\)-multiplication domains and related domains of the form \(D+D_S[\Gamma ^{\ast}]\). Zbl 1285.13003
Chang, Gyu Whan; Lim, Jung Wook
5
2013
Two generalizations of LCM-stable extensions. Zbl 1272.13004
Chang, Gyu Whan; Kim, Hwankoo; Lim, Jung Wook
1
2013
A note on \(\ast_w\)-Noetherian domains. Zbl 1272.13005
Hwang, Chul Ju; Lim, Jung Wook
1
2013
When are graded integral domains almost GCD-domains. Zbl 1295.13005
Lim, Jung Wook
1
2013
Numerical semigroup rings and almost Prüfer v-multiplication domains. Zbl 1254.13004
Chang, Gyu Whan; Kim, Hwankoo; Lim, Jung Wook
8
2012
Generalized Krull domains and the composite semigroup ring \(D+E[\Gamma^{\ast}]\). Zbl 1275.13001
Lim, Jung Wook
6
2012
Chain conditions in special pullbacks. Zbl 1258.13025
Lim, Jung Wook; Oh, Dong Yeol
4
2012
Almost factoriality of integral domains and Krull-like domains. Zbl 1260.13029
Chang, Gyu Whan; Kim, Hwankoo; Lim, Jung Wook
3
2012
Weakly Krull domains and the composite numerical semigroup ring \(D + E[\Gamma ^{\ast }]\). Zbl 1261.13002
Lim, Jung Wook
2
2012
The \(D + E[\varGamma^*]\) construction from Prüfer domains and GCD-domains. Zbl 1233.13007
Lim, Jung Wook
4
2011
Prüfer \(v\)-multiplication domains and related domains of the form \(D+D_S[\varGamma ^{*}]\). Zbl 1192.13002
Chang, Gyu Whan; Kang, Byung Gyun; Lim, Jung Wook
15
2010

Citations by Year