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| 학술지 발표논문 |
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| SCI(E) 논문 |
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Myung-Hwan Kim (with
Byeong-Kweon Oh), Positive binary forms representing the same integers
in an arithmetic progression, Acta Arithmetica 181, 111-126, 2017 |
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Myung-Hwan Kim (with Byeong-Kweon
Oh and Yun-Seong Ji), Binary quadratic forms represented by a sum
of nonzero squares, J. Number Theory 148, 257-271, 2015 |
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Myung-Hwan Kim (with Byeong-Kweon Oh
and Yun-Seong Ji), Positive definite quadratic forms representing
integers of the form an2+b, Ramanujan J. 27, 329-342, 2012. |
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Myung-Hwan Kim (with Poo Sung Park),
2-universal Hermitian lattices over imaginary quadratic fields, Ramanujan
J. 22, 139-151, 2010. |
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Myung-Hwan Kim (with Wang, Yuanhua and
Xu, Fei), Universal quadratic forms over polynomial rings, J. Korean
Math. Soc. 45, 1311-1322, 2008. |
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Myung-Hwan Kim (with Wai Kiu Chan, Byeong
Moon Kim and Byeong-Kweon Oh), Extensions of representations of integral
quadratic forms, Ramanujan J. 17, 146-153, 2008. |
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Myung-Hwan Kim (with Jung Hee Cheon,
Nam-Su Jho and Eun Sun Yoo), Skipping, cascade, and combined chain
schemes for broadcast encryption, IEEE Trans. Information Theory 54,
5156-5171, 2008. |
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Myung-Hwan Kim (with Sung-Geun Lim),
Square Classes of Totally Positive Units, J. Number Theory 125, 1-6,
2007. |
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Myung-Hwan Kim (with Byeong Moon Kim
and Byeong-Kweon Oh), A Finiteness Theorem for Representability of
Quadratic Forms by Forms, J. Reine Angew. Math. (Crelle J.) 581, 23-30,
2005. |
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Myung-Hwan Kim (with Byeong-Kweon Oh),
Representations of Integral Quadratic Forms by Sums of Squares, Math.
Z. 250, 427-442, 2005. |
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Myung-Hwan Kim (with Byeong-Kweon Oh),
Bounds for Quadratic Waring's Problem, Acta Arith. 104, 156-164, 2002.
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Myung-Hwan Kim (with Byeong-Kweon Oh),
A Local-Global Principle for Representations of Binary Forms by Certain
Quinary Forms, J. Korean Math. Soc. 39, 526-542, 2002. |
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Myung-Hwan Kim (with Ja Kyung Koo and
Byeong-Kweon Oh), Representations of Binary Forms by Certain Quinary
Positive Integral Quadratic Forms, J. Number Theory 89, 97-113, 2001. |
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Myung-Hwan Kim (with Byeong-Kweon Oh),
Generation of Isometries of Z-lattices by Symmetries, J. Number Theory
83, 76-90, 2000. |
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Myung-Hwan Kim (with Seok-Jin Kang),
Dimension Formula for Graded Lie Algebras and its Applications, Trans.
Amer. Math. Soc. 351, 4281-4336, 1999. |
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Myung-Hwan Kim (with Byeong Moon Kim
and S. Raghavan), 2-universal Positive Definite Integral Quinary Diagonal
Quadratic Forms, Ramanujan J. 1, 333-337, 1997. |
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Myung-Hwan Kim (with Byeong-Kweon Oh),
Representations of Positive Definite Senary Integral Quadratic Forms
by Sums of Squares, J. Number Theory 63, 89-100, 1997. |
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Myung-Hwan Kim (with Seok-Jin Kang),
Borcherds Superalgebras and a Monstrous Lie Superalgebra, Math. Ann.
307, 677-694, 1997. |
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Myung-Hwan Kim (with Seok-Jin Kang),
Free Lie Algebras, Generalized Witt Formula, and the Denominator Identity,
J. Algebra 183, 560-594, 1996. |
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Myung-Hwan Kim (with Byeong-Kweon Oh),
A Lower Bound for the Number of Squares Whose Sum Represents Integral
Quadratic Forms, J. Korean Math. Soc. 33, 651-655, 1996. |
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Myung-Hwan Kim (with D.S. Kim and J.M.
Kim), Action on Flag Varieties: 2 dimen- sional case, Geom. Dedicata
45, 177-201, 1993. |
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Myung-Hwan Kim, Arithmetic of Half Integral
Weight Theta-Series, Acta Arith. 63, 157-181, 1993. (IF=0.435) |
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Myung-Hwan Kim, Spinor Generic Theta-Series,
J. Korean Math. Soc. 30, 286-298, 1993. |
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Myung-Hwan Kim, Invariance of the Space
of Theta-Series under Theta Operators, Bull. Korean Math. Soc. 29,
246-256, 1992. |
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Myung-Hwan Kim, The Canonical Decomposition
of Siegel Modular Forms II, J. Korean Math. Soc. 29, 209-223, 1992. |
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Myung-Hwan Kim (with Jae Myung Chung),
A Correspondence Between Hecke Rings L0n(q) and Dn, Bull. Korean Math.
Soc. 29, 101-116, 1992. |
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Myung-Hwan Kim, The Canonical Decomposition
of Siegel Modular Forms I, J. Korean Math. Soc. 26, 57-65, 1989. |
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Myung-Hwan Kim (with Ja Kyung Koo and
Yoon Yong Oh), Hecke Operators and the Siegel Operator, J. Korean
Math. Soc. 26, 323-334, 1989. |
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| 비 SCI(E) 논문 |
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Myung-Hwan Kim (with
Daewan Han and Yongjin Yeom), Cryptanalysis of the Paeng-Jung-Ha Cryptosystem
from PKC 2003, Lecture Notes in Comput. Sci. 4450, 107-117, 2007.
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Myung-Hwan Kim (with M.
Yung and C.M. Park), A Remark on Implementing the Weil Pairing, Information
Security and Cryptology - CISC 2005, Lecture Notes in Comput. Sci.
3822, 313-323, 2005. |
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Myung-Hwan Kim (with J.H. Cheon, N.-S.
Jho, E.S. Yoo, J.Y. Hwang and D.H. Lee), One-way Chain Based Broadcast
Encryption Schemes, Advances in Cryptology - Eurocrypt 2005, Lecture
Notes in Comput. Sci. 3494, 559-574, 2005. |
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Myung-Hwan Kim (with J.H. Cheon, N.-S.
Jho and E.S. Yoo), Efficient Broadcast Encryption Using Multiple Interpolation
Methods, Information Security and Cryptology - ICISC 2004, Lecture
Notes in Comput. Sci. 3506, 87-103, 2005. |
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Myung-Hwan Kim (with D. Kim and J.K.
Koo), Congruence Equations of the Form axi+byj+czk=d (mod p) when
p=2q+1 with p and q Odd Primes, Comm. Korean Math. Soc. 20, 467-485,
2005. |
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Myung-Hwan Kim (with J.H. Cheon, N.-S.
Jho and E.S. Yoo), New Broadcast Encryption Scheme Using Tree-Based
Circle, Proceedings of the 5th ACM Workshops - DRM 2005, 37-44, 2005. |
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Myung-Hwan Kim, Recent Developments
on Universal Forms, Contemp. Math. 344, 216-228, 2004. |
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김명환, 한국수학올림피아드-수학영재의 선발과 교육, 수학교육논총
21, 179-185, 2003. |
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김명환 (with 이인석, 백유진, 김우환, 강성우), 안전성 증명
가능한 블록 암호 알고리즘 FRACTAL, 정보보호학회논문지 12, 67-79, 2002. |
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Myung-Hwan Kim (with Byeong Moon Kim
and Byeong-Kweon Oh), 2-universal Positive Definite Integral Quinary
Quadratic Forms, Contemp. Math. 249, 51-62, 1999. |
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이상의 시에 나타나는 수학기호와 수식의 의미, 이상문학연구 60년(권영민
편저), 문학사상사, 166-182, 1998. |
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Myung-Hwan Kim (with Wai-Kiu Chan and
S. Raghavan), Ternary Universal Integral Quadratic Forms over Real
Quadratic Fields, Japan. J. Math. 22, 263-273, 1996. |
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Myung-Hwan Kim, Positive Definite Universal
Ternary Lattices over Q(\sqrt{5}), Comm. Kor. Math. Soc. 11, 33-41, 1996.
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Myung-Hwan Kim (with Youngso Ko), Generic
Theta-Series of Half Integral Weight, Comm. Korean Math. Soc. 8, 191-204,
1993. |
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Myung-Hwan Kim, The Behavior of Theta-Series
under Slash Operators, Comm. Korean Math. Soc. 2, 9-16, 1987. |
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