Duc-Manh NGUYEN
(Version française)
IMB Bordeaux, 
Université Bordeaux 1, Bât. A33,
351, cours de la Libération
33405 Talence Cedex
France
email: duc-manh.nguyen -at- math.u-bordeaux1.fr

I am a Maître de Conférecences (Assistant Professor) at University Bordeaux 1, and a member of the Geometry group of the Institute of Mathematics of Bordeaux (IMB Bordeaux).
More information about me can be found in this CV.  

Research Interest
Flat surfaces, Translation surfaces and their moduli spaces, Teichmüller theory, Mapping Class Groups,  Representations of surface groups into Lie groups.

Papers

1. Triangulations  and volume forms on moduli spaces of flat surfaces, Geometric and Functional Analysis (GAFA)  (2010) (arXiv).

2. Parallelogram decompositions and generic surfaces in H^{hyp}(4), Geometry & Topology (2011) (arXiv).

3. Energy functions on moduli space of flat surfaces with erasing forestMathematische Annalen (2012) (arXiv).

4. Teichmueller curves generated by Weierstrass Prym eigenforms in genus three and genus four, joint with Erwan Lanneau, Journal of Topology (2014) (arXiv)

5. On the topology of H(2), Groups, Geometry, and Dynamics (2014) (arXiv).

6.  Non-Veech surfaces in H^{hyp}(4) are generic, joint with  Alex WrightGeometric and Functional Analysis (GAFA) (2014) (arXiv)

7. Classification of higher rank orbit closures in H^{odd}(4), joint with David Aulicino and Alex Wright, accepted to Journal of the European Mathematical Society (JEMS) (arXiv)

8. Complete periodicity of Prym eigenforms, joint with Erwan Lanneau  (arXiv)

9.  Volumes of the sets of translation surfaces with small saddle connections (arXiv)

10. GL(2,R)-orbits in Prym eigenform loci, joint with  Erwan Lanneau (arXiv)

11. Connected components of Prym eigenform loci in genus three, joint with Erwan Lanneau ( arXiv)
 

Thesis
Moduli sapces  of flat surfaces and their volume form defended in December 2008, at Université Paris Sud XI.
(apart from the Introduction chapter, which is  in French, the rest of thesis is written in English).