## CV

**Harald GROBNER**

Project Leader of the FWF Research Project P 25974 (Oct 2013- Oct 2016)

**Personal:**

Date of birth: 4th December 1980

Nationality: Austria

Academic titles: Priv.-Doz. (Habilitation), Ph. D., M. S.

**Professional Address:**

Faculty of Mathematics

University of Vienna

Oskar-Morgenstern-Platz 1

A-1090 Wien

AUSTRIA

Email:

Homepage: https://homepage.univie.ac.at/harald.grobner/

**Main areas of research:**

My main scientific interests are located within the vital area of *cohomological automorphic forms *and their applications to *number theory*. I am particularly interested in the arithmetic and analytic theory of *L-functions*. This includes local and global *representation theory* and aspects in the *geometry of arithmetically defined varieties*.

**Academic Education:**

- Oct 2014: Priv.-Doz. (Habilitation) at the Faculty of Mathematics, University of Vienna, Austria

- March 2008: Dr. rer. nat. (Ph. D.) with highest possible honours (
*sub auspiciis praesidentis rei publicae*)

- 2005 – 2007: Ph. D. student, at the Faculty of Mathematics, University of Vienna, Austria.

Thesis:*On the Cohomology of Arithmetic Subgroups of Sp(2,2) and its maximal Levi Subgroups*

Advisor: Joachim Schwermer

- 2005: ERASMUS-stay at the University Paris VI, France.

- Jan 2005: Mag. rer. nat. (M. S.) with highest honours

- 2000 – 2005: Diploma student, Faculty of Mathematics, University of Vienna, Austria.

**Career Development:**

- Aug 2016 – current: Permanent member of the

*Faculty of Mathematics*,*University of Vienna,*Austria, and

head of the START-prize Y966 of the the Austrian Science Fund (FWF)

- Oct 2013 – Oct 2016: Habilitated Project-Leader

of the Research Project P25974 of the Austrian Science Fund (FWF)

at the*Department of Mathematics*,*University of Vienna,*Austria.

- Oct 2012 – Oct 2013: Senior Post-Doc and Project-Leader

of the Erwin Schrödinger Grant J3076 of the Austrian Science Fund (FWF)

at the*Department of Mathematics,**University of Vienna,*Austria.

- Oct 2010 – Oct 2012: Postdoctoral Fellow

at the*Institut de mathématiques de Jussieu,*Paris, France

at the*Max-Planck-Insitut für Mathematik*, Bonn, Germany

and at the*Department of Mathematics, Oklahoma State University*, OK, USA.

Employed by the Schrödinger Grant J3076 of the Austrian Science Fund (FWF)

- Jan 2009 – June 2010: Postdoctoral Research Assistant

at the*Department of Mathematics, University of Vienna,*Austria.

Employed by the Research Project P21090 of the Austrian Science Fund (FWF)

- Jan 2008 – Dec 2008: Postdoctoral Fellow

at the*Erwin Schrödinger Institute for Mathematical Physics*, Vienna, Austria

and the*Max-Planck-Insitut für Mathematik*, Bonn, Germany

- Jan 2007 – Dec 2007: Holder of a Research Scholarship

funded by the*University of Vienna*, Austria. (grant no F124-N)

- Jul 2006 – Dec 2006: Research Assistant

at the*Department of Mathematics, University of Vienna*, Austria.

Employed by the Research Project P16762 of the Austrian Science Fund (FWF)

**Bibliography (For papers written in course of this FWF project, see “Project Papers”):**

- On some arithmetic properties of automorphic forms of GL(m) over a division algebra (joint with A. Raghuram)
*Int. J. Number Theory***10**(2014) pp. 963-1013

- On the arithmetic of Shalika models and the critical values of L-functions for GL(2n) (joint with A. Raghuram; with an appendix by Wee Teck Gan)
*Amer. J. Math.***136**(2014) pp. 675-728

- Residues of Eisenstein Series and the Automorphic Cohomology of Reductive Groups,
*Compos. Math.***149**(2013) pp. 1061–1090

- The residual Eisenstein Cohomology of Sp(4) over a totally real number field (joint with N. Grbac),
*Trans. Amer. Math. Soc.***365**(2013) pp. 5199-5235

- On the Eisenstein Cohomology of Odd Orthogonal Groups (joint with G. Gotsbacher),
*Forum Math.***25**(2013) pp. 283-311

- Automorphic Forms, Cohomology and CAP Representations. The Case GL(2) over a definite quaternion algebra,
*J. Ramanujan Math. Soc.***28**(2013) pp. 19-43

- An Explicit Growth Condition for Middle-Degree Cuspidal Cohomology of Arithmetically Defined Quaternionic Hyperbolic n-Manifolds,
*Monatshefte Math.***159**(2010) pp. 335-340

- Regular and Residual Eisenstein Series and the Automorphic Cohomology of Sp(2,2),
*Compos. Math.***146**(2010) pp. 21-57

- The Automorphic Cohomology and the Residual Spectrum of Hermitian Groups of Rank One,
*Int. J. Math.***21**(2010) pp. 255-278

Links to all of the above papers can be found here.