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

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• Nayoung Kim, Cyclic quintic fields with class numbers divisible by 3, 2009Current Ph.D. Student: Sangyoon Lee, Kwanghyun Kim, Donggen Yee, JaehoHan, Nayoung Kim, Jiae Kim, Taegyung KimCurrent M.A. Student: Gyeoul Han, Hyojin KimInvited Talks1. July 1996, Cubic analogue of real quadratic fields of Richaud-Degert typeKorea-Japan Number Theory Seminar2. April 1997, Class number problem and Dedekind zeta functionColoquium, Korea Advanced Institute for Science and Technology3. December 1997, On a criterion for the class number of totally real algebraicnumber field to be oneNumber Theory Conference, Korea Institute for Advanced Study4. July 1999, Class number 1 criteria for totally real number fieldsExplicit Number Theory, Mathematiches Forschungsinstitut Oberwolfach,Germany5. March 2000,Divisibility of class numbers of quadratic fields,Indivisibility of class numbers of imaginary quadratic fields,Indivisibility of class numbers of quadratic fieldsNumber Theory Seminar, Seoul National University6. June 2000, Number Theory Seminar, Korea Advanced Institute for Scienceand Technology7. August 2000, Dvisibility properties of class numbersICMS Conference in Number Theory, Korea Advanced Institute for Scienceand Technology8. December 2000, Divisibility of class numbers and congruence of modularformsColloquium, Sogang University9. January 2001, Class numbers, Iwasawa invariants, and Modular formsSpecial Seminar, POSTECH6
10. July 2001, Indivisibility class numbers of real quadratic fieldsExplicit Number Theory, Mathematiches Forschungsinstitut Oberwolfach,Germany11. October 2001, Class Number ProblemColloquium, Seoul National University12. November 2001, Indivisibility class numbers of real quadratic fieldsInternational conference on arithmetic geometry, KIAS13. February 2002, Some Problems related to Class Numbers I, IIAlgebra Camp14. March 2002, Class Number ProblemColloquium, POSTECH15. January 2003, Class numbers of quadratic fields Q( √ D) and Q( √ tD)Number Theory Seminar, University of Wisconsin, Madison, USA16. July 2003, Ranks of twists of elliptic curvesExplicit Number Theory, Mathematiches Forschungsinstitut Oberwolfach,Germany17. May 2004, Class numbers and Elliptic curvesKorea-Japan Number Theory Seminar, Kyushu University, Japan18. July 2004, Quadratic fields with class numbers divisible by pNumber Theory Conference in honor of Harold Stark, University of Minnesota,USA19. January 2005, Class numbers, Iwasawa invariants and Modular FormsColloqium, Thohoku University, Japan20. July 2005, Class numbers, Elliptic curves and Hyperelliptic curvesExplicit Number Theory, Mathematiches Forschungsinstitut Oberwolfach,Germany21. Octover 2005, Quadratic fields whose Iwasawa invariant is equal to oneSNU and Hokaido Univ. Joint Symposium22. January 2006, Class numbers, Iwasawa invariants and Modular FormsKorea-Japan Number Theory Seminar, KAIST23. February 2006, Rank one quadratic twists of elliptic curvesSNU and RIMS Joint Symposium, Kyoto, Japan7
Page 2 and 3: Publications1. On the cancellation
Page 4 and 5: 27. Indivisibility of class numbers
Page 8: 24. April 2006, Rank one quadratic

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

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