WELCOME



Seonjeong Park

e-mail: seonjeong1124_at_gmail.com
Tel: +81-06-6605-2824
Fax: +81-06-6605-3014
Osaka City University Advanced Mathematical Insitute (OCAMI),
3-3-138 Sugimoto, Sumiyoshi-ku, Osaka
Japan, 558-8585


박선정 (OCAMI)


Curriculum Vitae

Research  interests
  • Toric topology
  • Combinatorics
  • Symplectic geometry
  • Topological data analysis (TDA)
Position
  • 01 April 2016 - present: Specially Appointed Associate Professor, OCAMI, Osaka, Japan
  • 01 May 2013 - 31 Mar 2016: Post-Doc, NIMS, Daejeon, Korea
    • 01 January 2016 - 31 March 2016: Center for Applications of Mathematical Principles
    • 01 May 2013 - 31 December 2015: Division of Mathematical Models
  • 01 April 2013 - 30 April 2013: Post-Doc, Ajou University, Suwon, Korea
  • 01 Mar 2011 - 28 Feb 2013: BK21 Post-Doc, Department of Mathematical Sciences, KAIST, Daejeon, Korea
Education
  • 2/2007 - 1/2011: KAIST, Ph. D. course in Mathematical Sciences (Advisor: Dong Youp Suh)
    • Dissertation Title: Topological classification of quasitoric manifolds
  • 3/2005 - 2/2007: KAIST, M.S. course in Mathematical Sciences (Advisor: Dong Youp Suh)
    • Dissertation Title: Hirzebruch genera of quasitoric manifolds
  • 3/2001 - 8/2004: University of Seoul, Bachelor of Science in Mathematics


Publication List

Research Publications
Preprints
  • [2] Sho Hasui, Hideya Kuwata, Mikiya Masuda, and Seonjeong Park, Classification of toric manifolds over an n-cube with one vertex cutarXiv:1705.07530
  • [1] Boram Park and Seonjeong Park, Shellable posets arising from a grapharXiv:1705.06423

Activities

Conference and workshop presentation
  • Young Researchers in Homotopy Theory and Toric Topology, Kyoto University, Japan, August 4-5, 2017.
    • Title: TBA
  • Princeton-Rider Workshop, On the Homotopy Theory of Polyhedral Products, Princeton University & Rider University, USA, May 29 - June 2, 2017.
    • Title: Real toric manifolds and shellable posets arising from graphs
  • RIMS Conference: Algebraic Topology focused on Transformation Groups, RIMS in Kyoto University, Japan, May 22-26, 2017.
    • Title: Shellable posets and real toric manifolds arisen from multigraphs
  • Topology in Australia and South Korea, The University of Melbourne, Australia, May 1-5, 2017.
    • Title: Cohomological rigidity of manifolds arisen from right-angled 3-dimensional polytopes
  • The 4th Korea Toric Topology Winter Workshop, The Unipark of Jeju National University, Korea, December 26 - 29, 2016.
    • Title: Cohomological rigidity of manifolds arisen from Pogorelov class
  • The 43rd Symposium on Transformation Groups, Himeji Civic Hall, Japan, November 17-19, 2016.
    • Title: Cohomological rigidity of 6-dimensional quasitoric manifolds
  • One day seminar: Toric topology and related topics, Osaka City University, Japan, November 16, 2016.
    • Title: Toric manifolds over cyclohedra
  • Toric Topology 2016 in Kagoshima, Kagoshima University, Japan, April 19 - 22, 2016.
    • Title: Shellable posets arisen from pseudographs
  • 10th KIAS Combinatorics Workshop, The Bloomvista, Yangpyeong, Korea, December 21 - 23, 2015.
    • Title: A polynomial invariant of a pseudograph
  • 2015 Annual Meeting of KMS, Yonsei University, Seoul, Korea, October 23 - 25, 2015.
    • Title: Small covers associated with pseudographs
  • Toric topology 2015 in Osaka, Osaka City University, Osaka, Japan, June 16 - 19, 2015.
    • Title: Real toric varieties corresponding to pseudographs
  • 2015 KMS Spring Meeting, Pusan National University, Busan, Korea, April 24 - 25, 2015.
    • Title: Toric origami and b-symplectic structures on quasitoric manifolds
  • NIMS-AJOU joint workshop on toric topology and computing, Unipark, Jeju, Korea, December 26-28, 2014.
    • Title: Origami structures on quasitoric manifolds
  • 2014 Combinatorics Workshop, Ajou University, Suwon, Korea, October 31 - November 1, 2014. 
    • Title: Origami templates for simple polytopes
  • 2014 Annual Meeting of KMS, Yonsei University, Seoul, Korea, October 24 - 25, 2014.
    • Title: Cohomology ring of toric origami manifolds
  • ICM 2014, Coex, Seoul, Korea, August 13 - 21, 2014.
    • Torus manifolds and toric origami manifolds (Short communications)
    • Strong cohomological rigidity of quasitoric manifolds with second Betti number 2 (Poster)
  • ICM 2014 Satellite Conference: Topology of torus actions and applications to geometry and combinatorics, Daejeon Convention Center, Daejeon, Korea, August 7 - 11, 2014.
    • Title: Betti numbers of toric origami manifolds
  • Mini-workshop on toric topology, 2014, Ajou University, Suwon, Korea, July 4, 2014.
    • Title: Betti numbers of torus manifolds with acyclic faces
  • 2014 KMS Spring Meeting, Gangneung-Wonju National University, Gangneung Campus, Korea, April 24 - 26, 2014.
    • Title: Betti numbers of toric origami manifolds
  • Toric Topology 2014 in Himeji, Egret Himeji, Himeji, Japan, April 6 - 7, 2014.
    • Title: Projective bundles over toric origami manifolds
  • Toric Topology 2014 in Osaka, Osaka City University, Osaka, Japan, January 21 - 24, 2014.
    • Title: Quasitoric manifolds and toric origami manifolds
  • 2013 Annual Meeting of KMS, University of Seoul, Seoul, Korea, October 24 - 26, 2013.
    • Title: Toric origami manifolds and multi-fans
  • International Open Chinese-Russian conference "Torus Actions: Topology, Geometry and Number Theory", Pacific National University, Khabarovsk, Russia, September 2 - 7, 2013.
    • Title: Strong cohomological rigidity of toric varieties
  • The Asian Mathematical Conference 2013, BEXCO, Busan, Korea, June 30 - August 4, 2013.
    • Title: Strong cohomological rigidity of toric varieties
  • 2013 KWMS The 10th International Conference, KIAS, Seoul, Korea, June 20 - 21, 2013.
    • Title: Strong cohomological rigidity of toric varieties
  • 2013 Korean Toric Topology Winter Workshop, Seogwipo KAL Hotel, Jeju-do, Korea, January 3 - 5, 2013.
    • Title: Strong cohomological rigidity of quasitoric manifolds
  • Toric Topology 2012 in Osaka, Osaka City University, Osaka, Japan, November 16 -19, 2012.
    • Title: Strong cohomological rigidity problems for projective bundles over a toric manifold
  • 2012 KMS Spring Meeting, Sookmyung Women's University, Seoul, Korea, April 28, 2012.
    • Title: Projective bundles over smooth compact toric surfaces
  • Toric Topology 2011 in Osaka, Osaka City University, Osaka, Japan, November 28 - 30, 2011.
    • Title: Projective bundles over $4$-dimensional toric manifolds
  • 2011 KMS Spring Meeting, Korea University, Seoul, Korea, April 30, 2011.
    • Title: $\mathbb{Q}$-trivial generalized Bott manifolds
  • The 7th KWMS International Conference, Chungnam National University, Daejeon, Korea, June 21 - 22, 2010.
    • Title: Classification of quasitoric manifolds with $\beta_2=2$
  • Toric Topology Seminar in Osaka, 2009, Osaka City University, Osaka, Japan, December 7 - 9, 2009.
    • Title: Classification of quasitoric manifolds over a product of simplices
  • Bratislava Topology Symposium "Group Actions and Homogeneous Spaces", Comenius University, Bratislava, Slovakia, September 7 - 11, 2009.
    • Title: Classification of quasitoric manifolds of $\beta_2=2$
  • 2009 KMS Spring Meeting, Ajou University, Suwon, Korea, April 25, 2009.
    • Title: Cohomological rigidity for quasitoric manifolds of $\beta_2=2$
Participation in international conferences
TDA Seminar presentations
  • Ajou University, Suwon, Korea, December 20, 2013.
  • University of Seoul, Seoul, Korea, December 11, 2013.
  • Seoul National University, Seoul, Korea, November 29, 2013.
Member of organizing and program committees

Research Visits

     National Cheng Kung University: November 2015
     Osaka City University: July 2012, January 2013, August 2013, April 2014, June 2015


 


하위 페이지 (1): @ NIMS