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Dong Yeol Oh
Observed names:
D. Y. Oh,
D.Y. Oh,
DONG YEOL OH,
Dong Oh,
Oh, Dong Yeol
Institution:
Chosun University
Observed institutions:
Pohang University of Science and Technology,
Hanbat National University,
Chosun University,
Korea Advanced Institute of Science and Technology,
Hoseo University,
Kyungpook National University,
National Institute for Mathematical Sciences
show all 7
ORCID:
0000-0002-4013-544X
Observed ORCID:
0000-0002-4013-544X
OpenAlex ID:
A5080507414
A Classification of Posets Admitting the MacWilliams Identity
2005
·
H.K. Kim
, D.Y. Oh
·
IEEE Transactions on Information Theory
·
51
S-Noetherian properties on amalgamated algebras along an ideal
2013
·
Jung Wook Lim
, Dong Yeol Oh
·
Journal of Pure and Applied Algebra
·
47
S -Noetherian Properties of Composite Ring Extensions
2015
·
Jung Wook Lim
, Dong Yeol Oh
·
Communications in Algebra
·
26
Lifting up an infinite chain of prime ideals to a valuation ring
1998
·
Byung Kang
, Dong Oh
·
Proceedings of the American Mathematical Society
·
19
PDF
MacWilliams-type equivalence relations
2012
·
Choi, Soohak
, Hyun, Jong Yoon
, et al.
·
arXiv (Cornell University)
·
13
PDF
Some new results on superimposed codes
2004
·
Hyun Kwang Kim
, Vladimir Lebedev
, et al.
·
Journal of Combinatorial Designs
·
13
Structures and lower bounds for binary covering arrays
2012
·
Soohak Choi
, Hyun Kwang Kim
, et al.
·
Discrete Mathematics
·
12
PDF
Discrete valuation overrings of a graded Noetherian domain
2018
·
Gyu Whan Chang
, Dong Yeol Oh
·
Journal of Commutative Algebra
·
11
Poset Metrics Admitting Association Schemes and a New Proof of Macwilliams Identity
2013
·
Dong Yeol Oh
·
Journal of the Korean Mathematical Society
·
11
PDF
The poset structures admitting the extended binary Golay code to be a perfect code
2007
·
Changrim Jang
, Hyun Kwang Kim
, et al.
·
Discrete Mathematics
·
11
PDF
Chain conditions on composite Hurwitz series rings
2017
·
Jung Wook Lim
, Dong Yeol Oh
·
Open Mathematics
·
10
Chain conditions in special pullbacks
2012
·
Jung Wook Lim
, Dong Yeol Oh
·
Comptes Rendus Mathématique
·
9
PDF
On the nonexistence of triple-error-correcting perfect binary linear codes with a crown poset structure
2005
·
Hyun Kwang Kim
, Dong Yeol Oh
·
Discrete Mathematics
·
8
PDF
When D((X)) and D{{X}} are Prüfer domains
2011
·
Gyu Whan Chang
, Dong Yeol Oh
·
Journal of Pure and Applied Algebra
·
7
PDF
Lifting up a tree of prime ideals to a going-up extension
2003
·
Byung Gyun Kang
, Dong Yeol Oh
·
Journal of Pure and Applied Algebra
·
6
PDF
Formal power series rings over a $\pi$-domain
2009
·
Byung Gyun Kang
, Dong Yeol Oh
·
Journal of the European Mathematical Society
·
5
PDF
Semigroup rings as weakly factorial domains, II
2018
·
Gyu Whan Chang
, Dong Yeol Oh
·
International Journal of Algebra and Computation
·
4
Optimal Single Deletion Correcting Code of Length Four Over an Alphabet of Even Size
2010
·
Hyun Kwang Kim
, Joon Yop Lee
, et al.
·
IEEE Transactions on Information Theory
·
4
Krull property of generalized power series rings
2022
·
M.H. Park
, D.Y. Oh
·
Journal of Pure and Applied Algebra
·
3
Composite Hurwitz Rings Satisfying the Ascending Chain Condition on Principal Ideals
2016
·
Jung Wook Lim
, Dong Yeol Oh
·
Kyungpook mathematical journal
·
3
Valuation overrings of a Noetherian domain
2013
·
Gyu Whan Chang
, Dong Yeol Oh
·
Journal of Pure and Applied Algebra
·
3
Riemann hypothesis for odd period polynomials for newforms on $\Gamma_0(N)$
2025
·
Dong Yeol Oh
·
Kodai Mathematical Journal
·
2
Noetherian properties in composite generalized power series rings
2020
·
Jung Wook Lim
, Dong Yeol Oh
·
Open Mathematics
·
2
PDF
Divisibility properties of twisted semigroup rings
2019
·
Gyu Whan Chang
, Dong Yeol Oh
·
Communications in Algebra
·
2
THE RINGS $D((\mathcal{X}))_i$ AND $D\{\{\mathcal{X}\}\}_i$
2012
·
GYU WHAN CHANG
, DONG YEOL OH
·
Journal of Algebra and Its Applications
·
2
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Works count:
42
Citation count:
293
H-index:
10
I10-index:
11
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