Showing results 1 to 42 of 42
4-Ranks of class groups of quadratic extensions of certain quadratic function fields Bae, Sung-Han; Kang, PyungLyun, Communications of the Korean Mathematical Society, v.27, no.2, pp.223 - 231, 2012 |
AN ALGEBRAIC GEOMETRIC-METHOD TO CALCULATE BRANCHES NEAR A BIFURCATION POINT Kwak, Do Young; Choi, UJin; Bae, Sung-Han, COMPUTERS MATHEMATICS WITH APPLICATIONS, v.19, no.10, pp.87 - 90, 1990 |
Andersons double complex and gamma monomials for rational function fields Bae, Sung-Han; Gekeler, EU; Kang, PL; Yin, LS, TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, v.355, no.9, pp.3463 - 3474, 2003 |
Artin L-functions and modular forms associated to quasi-cyclotomic fields Bae, Sung-Han; Hu, Yong; Yin, Linsheng, ACTA ARITHMETICA, v.143, no.1, pp.59 - 80, 2010 |
Bases for cyclotomic units over function fields Bae, Sung-Han; Jung, H, JOURNAL OF THE AUSTRALIAN MATHEMATICAL SOCIETY SERIES A-PURE MATHEMATICS AND STATISTICS, v.70, pp.70 - 1, 2001-02 |
Carlitz-Hayes plus Anderson's epsilon Bae, Sung-Han; Yin, LS, JOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK, v.571, pp.19 - 37, 2004-06 |
Central extensions and hasse norm principle over function fields Bae, Sung-Han; Hwanyup JUNG, TOKYO JOURNAL OF MATHEMATICS, v.24, no.1, pp.93 - 106, 2001-06 |
CLASS NUMBER DIVISIBILITY OF QUADRATIC FUNCTION FIELDS IN EVEN CHARACTERISTIC Bae, Sung-Han; Jung, Hwanyup, BULLETIN OF THE KOREAN MATHEMATICAL SOCIETY, v.50, no.4, pp.1357 - 1365, 2013-07 |
Class numbers of cyclotomic function fields Bae, Sung-Han; Kang, PL, ACTA ARITHMETICA, v.102, no.3, pp.251 - 259, 2002 |
Class numbers of some abelian extensions of rational function fields Bae, Sung-Han; Jung, HY; Ahn, JY, MATHEMATICS OF COMPUTATION, v.73, no.245, pp.377 - 386, 2003 |
Cyclotomic units and Stickelberger ideals of global function fields Ahn, J; Bae, Sung-Han; Jung, H, TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, v.355, no.5, pp.1803 - 1818, 2003 |
CYCLOTOMIC UNITS IN FUNCTION FIELDS Bae, Sung-Han; Yin, Linsheng, PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY, v.137, no.2, pp.401 - 408, 2009 |
CYCLOTOMIC UNITS IN ZP-EXTENSIONS KIM, JM; Bae, Sung-Han; LEE, IS, ISRAEL JOURNAL OF MATHEMATICS, v.75, no.2-3, pp.161 - 165, 1991 |
Determinant formulas for class numbers in function fields Jung, HY; Bae, Sung-Han; Ahn, JY, MATHEMATICS OF COMPUTATION, v.74, no.250, pp.953 - 965, 2005 |
Distributions and Euler systems in global function fields Bae, Sung-Han; Yin, Linsheng, ACTA ARITHMETICA, v.128, no.1, pp.1 - 17, 2007 |
Distributions and Gamma-monomials Bae, Sung-Han; Gekeler, EU; Yin, LS, MATHEMATISCHE ANNALEN, v.321, no.3, pp.463 - 478, 2001-11 |
Double complex and gamma-monomials in global function fields Bae, Sung-Han; Kang, PL, JOURNAL OF NUMBER THEORY, v.109, pp.69 - 88, 2004-11 |
Drinfeld modular functions Lee, S; Bae, Sung-Han, OSAKA JOURNAL OF MATHEMATICS, v.34, no.1, pp.73 - 99, 1997-03 |
Elliptic units and class fields of global function fields Bae, Sung-Han; Kang, PL, CANADIAN MATHEMATICAL BULLETIN-BULLETIN CANADIEN DE MATHEMATIQUES, v.40, no.4, pp.385 - 394, 1997-12 |
Epsilon extensions over global function fields Bae, Sung-Han; Yin, LS, MANUSCRIPTA MATHEMATICA, v.110, no.3, pp.313 - 324, 2003-03 |
Genus theory for function fields Bae, Sung-Han; Koo, JaKyung, JOURNAL OF THE AUSTRALIAN MATHEMATICAL SOCIETY SERIES A-PURE MATHEMATICS AND STATISTICS, v.60, pp.310 - 3, 1996-06 |
HECKE CHARACTERS OF SINGULAR DRINFELD MODULES Bae, Sung-Han, PACIFIC JOURNAL OF MATHEMATICS, v.167, no.2, pp.215 - 230, 1995-02 |
Hilbert genus fields of real biquadratic fields Bae, Sung-Han; Yue, Qin, RAMANUJAN JOURNAL, v.24, no.2, pp.161 - 181, 2011-02 |
l-RANKS OF CLASS GROUPS OF FUNCTION FIELDS Bae, Sung-Han; Jung, Hwanyup, JOURNAL OF THE KOREAN MATHEMATICAL SOCIETY, v.49, no.1, pp.49 - 67, 2012-01 |
LOCAL ISOGENY THEOREM FOR DRINFELD MODULES WITH NONINTEGRAL INVARIANTS Bae, Sung-Han; KANG, PL, PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY, v.119, no.1, pp.19 - 25, 1993-09 |
Minimal models for Drinfeld modules of rank 2 with complex multiplication Bae, Sung-Han; Jeon, D, ARCHIV DER MATHEMATIK, v.74, no.3, pp.192 - 200, 2000-03 |
Mobius function in short intervals for function fields Bae, Sung-Han; Cha, Byungchul; Jung, Hwanyup, FINITE FIELDS AND THEIR APPLICATIONS, v.34, pp.235 - 249, 2015-07 |
On ray class annihilators of cyclotomic function fields Bae, Sung-Han; Jung, Hwanyup, ACTA ARITHMETICA, v.150, no.1, pp.23 - 34, 2011 |
ON TATE-DRINFELD MODULES Bae, Sung-Han; KANG, PL, CANADIAN MATHEMATICAL BULLETIN-BULLETIN CANADIEN DE MATHEMATIQUES, v.35, no.2, pp.145 - 151, 1992-06 |
On the 4-rank of ideal class groups of quadratic function fields Bae, Sung-Han; Jung, Hwanyup, ACTA ARITHMETICA, v.151, no.4, pp.325 - 360, 2012 |
On the coefficients of the Drinfeld modular equation Bae, Sung-Han; Lee, SJ, JOURNAL OF NUMBER THEORY, v.66, no.1, pp.85 - 101, 1997 |
ON THE CONJECTURE OF LICHTENBAUM AND OF CHINBURG OVER FUNCTION-FIELDS Bae, Sung-Han, MATHEMATISCHE ANNALEN, v.285, no.3, pp.417 - 445, 1989 |
ON THE MODULAR EQUATION FOR DRINFELD MODULES OF RANK-2 Bae, Sung-Han, JOURNAL OF NUMBER THEORY, v.42, no.2, pp.123 - 133, 1992-10 |
On the set of integral solutions of the Pell equation in global function fields Bae, Sung-Han; Hu, S.; Li, Y., ACTA MATHEMATICA HUNGARICA, v.139, no.1-2, pp.183 - 194, 2013-04 |
ON THE SINGULAR DRINFELD MODULES OF RANK-2 Bae, Sung-Han; Koo, JaKyung, MATHEMATISCHE ZEITSCHRIFT, v.210, no.2, pp.267 - 276, 1992-06 |
Punctured distributions in the rational function fields Bae, Sung-Han, JOURNAL OF NUMBER THEORY, v.88, no.1, pp.1 - 12, 2001-05 |
Punctured distributions of global function fields Bae, Sung-Han, MATHEMATISCHE ZEITSCHRIFT, v.254, no.2, pp.385 - 407, 2006-10 |
RANK-ONE DRINFELD MODULES ON HYPERELLIPTIC CURVES Bae, Sung-Han; KANG, PL, BULLETIN OF THE AUSTRALIAN MATHEMATICAL SOCIETY, v.52, no.1, pp.85 - 90, 1995-08 |
REAL QUADRATIC FUNCTION FIELDS OF RICHAUD-DEGERT TYPE WITH IDEAL CLASS NUMBER ONE Bae, Sung-Han, PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY, v.140, no.2, pp.403 - 414, 2012-02 |
The generalized Redei-matrix for function fields Bae, Sung-Han; Hu, Su; Jung, Hwanyup, FINITE FIELDS AND THEIR APPLICATIONS, v.18, no.4, pp.760 - 780, 2012-07 |
TORSION POINTS OF DRINFELD MODULES Bae, Sung-Han; Koo, JaKyung, CANADIAN MATHEMATICAL BULLETIN-BULLETIN CANADIEN DE MATHEMATIQUES, v.38, no.1, pp.3 - 10, 1995-03 |
VALUES OF L-FUNCTIONS AT S = 0 Bae, Sung-Han, ARCHIV DER MATHEMATIK, v.58, no.6, pp.551 - 560, 1992-06 |
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