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Rares RASDEACONU

Office address: Einstein Institute of Mathematics
                            Edmond J. Safra Campus, Givat Ram
                            The Hebrew University of Jerusalem
                            Jerusalem, 91904
                            ISRAEL.

Tel: 972- 2-6584575, Fax: 972-2-5630702

E-mail: my_name@math.huji.ac.il (replace my_name with rares).

Status: Postdoc

Research interests:

Real and Complex Algebraic Geometry
Real Enumerative Geometry and Symplectic Geometry
Differential Geometry and Algebraic Topology

I finished my PhD at Stony Brook University under the supervision of Prof. Claude LeBrun. As a postdoc at IRMA, as part of a small workgroup of researchers led by Prof. Viatcheslav Kharlamov and Dr. Jean-Yves Welschinger, I started working in the field of real algebraic geometry, with a view towards real enumerative algebraic geometry. I am currently at the Einstein Institute of Mathematics in Jerusalem, where I continue working on this field in collaboration with Prof. Jake Solomon.

Publications and Preprints:

        1. "On the topology and differential topology of Kähler thereefolds", Ph. D. Thesis, Stony Brook University, August 2005.

        2. "On the Kodaira dimension of diffeomorphic threefolds", Proc. Amer. Math. Soc. 134 (2006), no. 12, arXiv, PDF.

        3. (with I. Suvaina),"The algebraic rational blowdown",   arXiv, PDF.

        4. (with I. Suvaina) "Smooth Structures and Einstein Metrics on CP²# 5,6,7\overline CP²", to appear in the Mathematical Proceedings of the Cambridge Philosophical Society, arXiv, PDF.

        5. (with M. Ishida and I. Suvaina) "On Normalized Ricci Flow and Smooth Structures on Four-Manifolds with b^+=1", to appear in the Archiv der Mathematik, arXiv, PDF.

        6. (with J.-Y. Welschinger) "Asymptotic behavior of the Welschinger invariants", in preparation.

        7. (with J. Solomon) "Relative Welschinger invariants", in preparation.

        8. "On rationally connected threefolds", preprint, PDF.

     I'm currently on the job market. Here is my

Application Material:

ArXiv

Mathematics Department

IRMA Library