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| PhD student <<BR>> Dipartimento di Matematica <<BR>> Università degli Studi di Bari <<BR>> Via E. Orabona, 04 - 70125 <<BR>> Bari, Italy | . PhD student <<BR>> Dipartimento di Matematica <<BR>> Università degli Studi di Bari <<BR>> Via E. Orabona, 04 - 70125 <<BR>> Bari, Italy |
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| Email: <<MailTo(dang AT dm DOT uniba DOT it)>> | . Email: <<MailTo(dang AT dm DOT uniba DOT it)>> |
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| * PhD in Mathematics, 2010 - present <<BR>> Università degli Studi di Bari, Italy | * PhD in Mathematics, 2010 - present <<BR>> Università degli Studi di Bari, Italy <<BR>> Advisors: Prof. Dr. Wolfram Decker and Prof. Dr. Roberto La Scala |
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| * Master of Science in Mathematics, 2006 - 2009 <<BR>> Ho Chi Minh city University of Education, Vietnam | * Master of Science in Mathematics, 2006 - 2009 <<BR>> Ho Chi Minh city University of Education, Vietnam <<BR>> Master thesis: ''Uniqueness polynomials and bi-URS for non-Archimedean meromorphic functions'' <<BR>> Advisor: Dr. Nguyen Trong Hoa |
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| * Bachelor of Science in Mathematics, 2001 - 2005 <<BR>> Ho Chi Minh city University of Education, Vietnam <<BR>> Undergraduate thesis: ''On p-adic Nevanlinna theory'' | * Bachelor of Science in Mathematics, 2001 - 2005 <<BR>> Ho Chi Minh city University of Education, Vietnam <<BR>> Undergraduate thesis: ''On p-adic Nevanlinna theory'' <<BR>> Advisor: Dr. My Vinh Quang |
Dang Tuan Hiep
Current position:
PhD student
Dipartimento di Matematica
Università degli Studi di Bari
Via E. Orabona, 04 - 70125
Bari, Italy
Contact:
Email: <dang AT dm DOT uniba DOT it>
Educations:
PhD in Mathematics, 2010 - present
Università degli Studi di Bari, Italy
Advisors: Prof. Dr. Wolfram Decker and Prof. Dr. Roberto La ScalaMaster of Science in Mathematics, 2006 - 2009
Ho Chi Minh city University of Education, Vietnam
Master thesis: Uniqueness polynomials and bi-URS for non-Archimedean meromorphic functions
Advisor: Dr. Nguyen Trong HoaBachelor of Science in Mathematics, 2001 - 2005
Ho Chi Minh city University of Education, Vietnam
Undergraduate thesis: On p-adic Nevanlinna theory
Advisor: Dr. My Vinh Quang
Research areas:
- Computational Algebraic Geometry
- Real Algebraic Geometry
- Sage, Macaulay2, Singular
Publications:
Representations of non-negative polynomials via KKT ideals. Ann. Polon. Math. 102 (2011), no. 2, 101–109. KKT.pdf
