CURRICULUM VITAE Dongho Byeon Born 1969 in Busan, South ...

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27. Indivisibility of class numbers of imaginary quadratic function fieldsActa Arithmetica, 132 (2008), No. 4, 373–37628. Rank-one quadratic twists of an infinite family of elliptic curves (with DaeyeolJeon and Chang Heon Kim)Journal für die Reine und Angewandte Mathematik (Crelle’s Journal), 633(2009), 67–76.29. Quadratic fields with noncyclic 5 or 7-class groupsRamanujan Journal, 19 (2009), No. 1, 71–77.30. Elliptic curves of rank 1 satisfying the 3-part of the Birch and Swinnerton-Dyer conjectureJournal of Number Theory, 130 (2010), 2707-2714.31. Rational torsion on optimal curves and rank-one quadratic twists (with DonggeonYhee)Journal of Number Theory, 131 (2011), 552-560.Membership in Professional Societies• Korean Mathematical Society• American Mathematical SocietyService to the Mathematical Community• Reviewer for Mathematical Reviews• Reviewer for Zentralblatt MATH• Referee for Acta Arithmetica, Compositio Mathematica, Glasgow MathematicalJournal, Journal of Korean Mathematical Society, Journal of NumberTheory, Manuscripta Mathematica, Mathematics and Computation, etc.• Referee for National Research Foundation of Korea 2009, 2010Grant• 03/01/2002-02/28/2003 RIM Research Grant• 03/01/2002-02/28/2003 SNU Research Grant4
• 09/01/2002-08/31/2003 KOSEF Research Grant• 09/01/2003-08/31/2005 KRF Research Grant (6 co-researchers)• 09/01/2003-08/31/2006 KOSEF Young Scientist Research Grant• 09/01/2005-08/31/2008 KRF Research Grant (6 co-researchers)• 11/01/2008-10/31/2009 KRF Research Grant• 2010 KOSEF Korea-Japan Number Theory Seminar• 05/01/2009-04/31/2011 KOSEF Research Grant• 09/01/2010-08/31/2013 NRF Senior Scientist Research Grant (3 co-researchers)Award• 2007 BK21 Mathematical Science Division SNU Excellent Teaching Award• 2010 College of Natural Science SNU Excellent Research AwardThesis DirectedPh. D• Jungyun Lee, The class number problem of real quadratic fields of Richaud-Degert type, 2008 - Excellent Ph. D. Thesis AwardMaster• Jungyeon Lee, Quartic fields with class number divisible by g, 2003• Jaehuyn Cho, Divisibility of class numbers of quadratic fields with discriminantsin some arithmetic progressions, 2004• Sangyoon Lee, Ankeny-Artin-Chowla conjecture and continued fraction expansion,2006• Jaeyoung Park, Hyperelliptic curves and class numbers of quadratic fields,2006• Shinae Lee, Quadratic fields whose class number is divisible by n and whosediscriminant has two prime factors, 20065
Page 2 and 3: Publications1. On the cancellation
Page 6 and 7: • Nayoung Kim, Cyclic quintic fie
Page 8: 24. April 2006, Rank one quadratic

CURRICULUM VITAE Dongho Byeon Born 1969 in Busan, South ...

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