



학술지 발표논문 



SCI(E) 논문 

• 
MyungHwan Kim (with
ByeongKweon Oh), Positive binary forms representing the same integers
in an arithmetic progression, Acta Arithmetica 181, 111126, 2017 
• 
MyungHwan Kim (with ByeongKweon
Oh and YunSeong Ji), Binary quadratic forms represented by a sum
of nonzero squares, J. Number Theory 148, 257271, 2015 
• 
MyungHwan Kim (with ByeongKweon Oh
and YunSeong Ji), Positive definite quadratic forms representing
integers of the form an^{2}+b, Ramanujan J. 27, 329342, 2012. 
• 
MyungHwan Kim (with Poo Sung Park),
2universal Hermitian lattices over imaginary quadratic fields, Ramanujan
J. 22, 139151, 2010. 
• 
MyungHwan Kim (with Wang, Yuanhua and
Xu, Fei), Universal quadratic forms over polynomial rings, J. Korean
Math. Soc. 45, 13111322, 2008. 
• 
MyungHwan Kim (with Wai Kiu Chan, Byeong
Moon Kim and ByeongKweon Oh), Extensions of representations of integral
quadratic forms, Ramanujan J. 17, 146153, 2008. 
• 
MyungHwan Kim (with Jung Hee Cheon,
NamSu Jho and Eun Sun Yoo), Skipping, cascade, and combined chain
schemes for broadcast encryption, IEEE Trans. Information Theory 54,
51565171, 2008. 
• 
MyungHwan Kim (with SungGeun Lim),
Square Classes of Totally Positive Units, J. Number Theory 125, 16,
2007. 
• 
MyungHwan Kim (with Byeong Moon Kim
and ByeongKweon Oh), A Finiteness Theorem for Representability of
Quadratic Forms by Forms, J. Reine Angew. Math. (Crelle J.) 581, 2330,
2005. 
• 
MyungHwan Kim (with ByeongKweon Oh),
Representations of Integral Quadratic Forms by Sums of Squares, Math.
Z. 250, 427442, 2005. 
• 
MyungHwan Kim (with ByeongKweon Oh),
Bounds for Quadratic Waring's Problem, Acta Arith. 104, 156164, 2002.

• 
MyungHwan Kim (with ByeongKweon Oh),
A LocalGlobal Principle for Representations of Binary Forms by Certain
Quinary Forms, J. Korean Math. Soc. 39, 526542, 2002. 
• 
MyungHwan Kim (with Ja Kyung Koo and
ByeongKweon Oh), Representations of Binary Forms by Certain Quinary
Positive Integral Quadratic Forms, J. Number Theory 89, 97113, 2001. 
• 
MyungHwan Kim (with ByeongKweon Oh),
Generation of Isometries of Zlattices by Symmetries, J. Number Theory
83, 7690, 2000. 
• 
MyungHwan Kim (with SeokJin Kang),
Dimension Formula for Graded Lie Algebras and its Applications, Trans.
Amer. Math. Soc. 351, 42814336, 1999. 
• 
MyungHwan Kim (with Byeong Moon Kim
and S. Raghavan), 2universal Positive Definite Integral Quinary Diagonal
Quadratic Forms, Ramanujan J. 1, 333337, 1997. 
• 
MyungHwan Kim (with ByeongKweon Oh),
Representations of Positive Definite Senary Integral Quadratic Forms
by Sums of Squares, J. Number Theory 63, 89100, 1997. 
• 
MyungHwan Kim (with SeokJin Kang),
Borcherds Superalgebras and a Monstrous Lie Superalgebra, Math. Ann.
307, 677694, 1997. 
• 
MyungHwan Kim (with SeokJin Kang),
Free Lie Algebras, Generalized Witt Formula, and the Denominator Identity,
J. Algebra 183, 560594, 1996. 
• 
MyungHwan Kim (with ByeongKweon Oh),
A Lower Bound for the Number of Squares Whose Sum Represents Integral
Quadratic Forms, J. Korean Math. Soc. 33, 651655, 1996. 
• 
MyungHwan Kim (with D.S. Kim and J.M.
Kim), Action on Flag Varieties: 2 dimen sional case, Geom. Dedicata
45, 177201, 1993. 
• 
MyungHwan Kim, Arithmetic of Half Integral
Weight ThetaSeries, Acta Arith. 63, 157181, 1993. (IF=0.435) 
• 
MyungHwan Kim, Spinor Generic ThetaSeries,
J. Korean Math. Soc. 30, 286298, 1993. 
• 
MyungHwan Kim, Invariance of the Space
of ThetaSeries under Theta Operators, Bull. Korean Math. Soc. 29,
246256, 1992. 
• 
MyungHwan Kim, The Canonical Decomposition
of Siegel Modular Forms II, J. Korean Math. Soc. 29, 209223, 1992. 
• 
MyungHwan Kim (with Jae Myung Chung),
A Correspondence Between Hecke Rings L0^{n}(q) and D^{n}, Bull. Korean Math.
Soc. 29, 101116, 1992. 
• 
MyungHwan Kim, The Canonical Decomposition
of Siegel Modular Forms I, J. Korean Math. Soc. 26, 5765, 1989. 
• 
MyungHwan Kim (with Ja Kyung Koo and
Yoon Yong Oh), Hecke Operators and the Siegel Operator, J. Korean
Math. Soc. 26, 323334, 1989. 


비 SCI(E) 논문 

• 
MyungHwan Kim (with
Daewan Han and Yongjin Yeom), Cryptanalysis of the PaengJungHa Cryptosystem
from PKC 2003, Lecture Notes in Comput. Sci. 4450, 107117, 2007.

• 
MyungHwan 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, 313323, 2005. 
• 
MyungHwan Kim (with J.H. Cheon, N.S.
Jho, E.S. Yoo, J.Y. Hwang and D.H. Lee), Oneway Chain Based Broadcast
Encryption Schemes, Advances in Cryptology  Eurocrypt 2005, Lecture
Notes in Comput. Sci. 3494, 559574, 2005. 
• 
MyungHwan 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, 87103, 2005. 
• 
MyungHwan Kim (with D. Kim and J.K.
Koo), Congruence Equations of the Form ax^{i}+by^{j}+cz^{k}=d (mod p) when
p=2q+1 with p and q Odd Primes, Comm. Korean Math. Soc. 20, 467485,
2005. 
• 
MyungHwan Kim (with J.H. Cheon, N.S.
Jho and E.S. Yoo), New Broadcast Encryption Scheme Using TreeBased
Circle, Proceedings of the 5th ACM Workshops  DRM 2005, 3744, 2005. 
• 
MyungHwan Kim, Recent Developments
on Universal Forms, Contemp. Math. 344, 216228, 2004. 
• 
김명환, 한국수학올림피아드수학영재의 선발과 교육, 수학교육논총
21, 179185, 2003. 
• 
김명환 (with 이인석, 백유진, 김우환, 강성우), 안전성 증명
가능한 블록 암호 알고리즘 FRACTAL, 정보보호학회논문지 12, 6779, 2002. 
• 
MyungHwan Kim (with Byeong Moon Kim
and ByeongKweon Oh), 2universal Positive Definite Integral Quinary
Quadratic Forms, Contemp. Math. 249, 5162, 1999. 
• 
이상의 시에 나타나는 수학기호와 수식의 의미, 이상문학연구 60년(권영민
편저), 문학사상사, 166182, 1998. 
• 
MyungHwan Kim (with WaiKiu Chan and
S. Raghavan), Ternary Universal Integral Quadratic Forms over Real
Quadratic Fields, Japan. J. Math. 22, 263273, 1996. 
• 
MyungHwan Kim, Positive Definite Universal
Ternary Lattices over Q(\sqrt{5}), Comm. Kor. Math. Soc. 11, 3341, 1996.

• 
MyungHwan Kim (with Youngso Ko), Generic
ThetaSeries of Half Integral Weight, Comm. Korean Math. Soc. 8, 191204,
1993. 
• 
MyungHwan Kim, The Behavior of ThetaSeries
under Slash Operators, Comm. Korean Math. Soc. 2, 916, 1987. 
