CURRICULUM VITAE

Ludovic Delabarre

March 20, 2012

Name: Delabarre First name: LudovicDate and place of birth: September 29th, 1982 in Lisieux (Calvados – France)Family status: Single

Mails: delabarr@mpim-bonn.mpg.de,ludovic.delabarre@univ-st-etienne.fr

Web page available at the following address:http://dossier.univ-st-etienne.fr/esdr9935/public/Page_perso_L_Delabarre.htmlResearch field: Analytic number theory, complex geometry and analysis.

1 Professional situation:

01/09/2006-31/08/2009: Research fellow (“allocataire de recherche”) and teaching assistant(“moniteur”) at the University of Caen (France) in pure mathematics.01/09/2009-31/08/2011: Instructor (“demi-ATER”) at the University of Saint-Etienne (France).01/10/2011-30/09/2012: Postdoctoral fellowship at MPIM (Max Planck Institut fur Mathe-matik), Bonn, Germany.

2 Ph.D.

PhD advisor: Driss Essouabri (Professor at the University of Saint-Etienne).Title: Produits euleriens d’une ou de plusieurs variables et applications, defended on November29th, 2010 (very honorable mention).Thesis and reports available at the following address:

http://dossier.univ-st-etienne.fr/esdr9935/public/these_delabarre.php.htmlReferees:

Ben Lichtin, Professor, University of Rochester (USA)Kohji Matsumoto, Professor, University of Nagoya (JAPAN)Boris Moroz, Professor, Max-Planck Institute (GERMANY)

Examiners:Driss Essouabri, Professor, University of Saint-Etienne (Advisor)Francois Hennecart, Professor, University of Saint-EtienneStephane Louboutin, Professor, Luminy Institute of MarseilleBoris Moroz, Professor, Max Planck Institute (GERMANY)

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Alexei Pantchichkine, Professor, Fourier Institute of GrenobleFederico Pellarin, Professor, University of Saint-Etienne

3 Teaching qualification

2005: “Agregation de mathematiques”: national competitive examination for teaching qual-ification in Mathematics in high-schools and secondary schools.

4 Research

4.1 Publications and Preprints

4.1.1 Publications

• Extension of Estermann’s theorem to Euler products associated to a multivariatepolynomial. (30 pages, accepted for publication at Bull. Soc. Math. France, available onArXiv: http://arxiv.org/abs/1001.3838)

• On the domain of meromorphy of a multivariate Euler product of Igusa type.(34 pages, accepted for publication at Forum Math. under minor corrections on the writing,available on ArXiv: http://arxiv.org/abs/1004.0360)

4.1.2 preprint

• Euler products of many variables associated to a polynomial with coefficients in the ring ofvirtual characters of a topological group. (in collaboration with Driss Essouabri and BenLichtin) - in preparation

4.2 Scientific responsabilities

• Referee for the Journal de Theorie des Nombres de Bordeaux in 2011

• I have coorganized with Driss Essouabri a French-Japanese Workshop on the zeta functionsat Saint-Etienne in November 2009.

(http://www.univ-st-etienne.fr/laral/Version francaise.html)

4.3 Invited Talks

• Plenary speaker at the Zeta Conference, Okinawa (JAPAN), November 26-29, 2011

(http://www.zeta-institute.org/workshops in okinawa/)

• Meeting on analytic and elementary number theory, Paris 5 (Henri Poincare Institute), May2011

(http://www.math.jussieu.fr/ allouche/daboussi20102011.html)

• Invited speaker at the international conference ”zeta III”, Moscow, June 2010

(http://www.mccme.ru/lifr/zykin/fr/zeta/zeta3.html)

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• Plenary speaker at the French-Japanese Workshop of zeta functions, Saint-Etienne, November2009

(http://www.univ-st-etienne.fr/laral/Version francaise.html)

• Short talk at the “26-ieme Journees Arithmetiques”, Saint-Etienne, July 2009

(http://ja2009.univ-st-etienne.fr/)

• Seminar: Saint-Etienne (November 2008), Caen (March 2009), Bordeaux (February 2010),Lyon (February 2011), Clermont-Ferrand (February 2011), Besancon (March 2011), Grenoble(April 2011), Nancy (March 2012)

4.4 Workgroups that I have co-organized

• workgroup in 2007-2008 at Caen in analytic number theory with D. Essouabri. The themeof this weekly workshop was the analytic number theory and in particular the theory ofDirichlet series and zeta functions.

• workgroup for phD students in 2008-2009 at Caen with M. Roux (PhD student)

• workgroup on the Manin Conjecture at Saint-Etienne with D. Essouabri.

(program on http://dossier.univ-st-etienne.fr/esdr9935/public/Groupe travail conj Manin.html).

The aim of this workgroup is to introduce the prerequisite knowledge in algebraic geometry tomathematicians from various specialities in a way to work on the Manin conjecture concerningthe density of rational points on varieties.

4.5 Conferences and summer schools that I have attended

• accepted to a program for young researchers (Mathematics Research Communities) organizedby the American Mathematical Society (AMS) which supported my participation to a summerconference (organized by Andrew Granville, Dimitris Koukoulopoulos, Youness Lamzouri,Kannan Soundararajan and Frank Thorne) at Salt Lake City on “The Pretentious View ofAnalytic Number Theory” in June 2011 where I have done a talk on one of the themes thatwere tackled.

(http://www.ams.org/programs/research-communities/mrc-11-highlights)

• “26-ieme Journees Arithmetiques” of Saint-Etienne in July 2009

• “25-ieme Journees Arithmetiques” of Edinburgh in July 2007

• “Journees Stephanoises”, Saint-Etienne in April 2010

• “Journees Normandes”, Rouen in June 2009

• “Journees autour des series de Dirichlet”, Lille in November 2007

• “LLL 25”, Caen in June 2007

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4.6 Poster sessions

• meeting organized by the “CIES Grand Ouest” (for young instructors), Rennes, 2008

• Saint-Etienne, December 2008

• “Journees Normandes”, Rouen, June 2009

5 Teaching experience

• Mathematics (undergraduate tutorial) at the faculty of Law and Administration of Caen in2006-2007, 2007-2008 and 2008-2009 (graphs, linear algebra)

• Statistics (undergraduate practical work) at the faculty of Sciences of Caen in 2006-2007,2007-2008 and 2008-2009 (using a spreadsheet)

• Training for the oral examination of “CAPES” (the competitive examination for teachingqualification in mathematics, graduate level) at Caen in 2006-2007, 2007-2008 and 2008-2009

• Course of preparation in mathematics for future undergraduate students in Sciences at Caen(by using the Software WIMS)

• Undergraduate course and tutorial in Statistics at ISEAG (Institute of Economy, Adminis-tration and Management) at the University of Saint-Etienne in 2009-2010 and 2010-2011

6 Education

• 2005-2006: Master in pure mathematics at the University of Caen (magna cum laude)

• 2004-2005: “Agregation de mathematiques”

• 2003-2004: First part of master studies at the University of Caen (magna cum laude)

• 2002-2003: Bachelor of mathematics (“Licence de mathematiques”), University of Caen(summa cum laude)

• 2000-2001 and 2001-2002: First two years of undergraduate studies in mathematics“DEUG MIAS”, University of Caen (summa cum laude)

7 Miscellaneous

French: native language Spanish: Intermediary levelEnglish: written, read and spoken Romanian: beginner

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