Jorge Jiménez

Jorge Jiménez

Jorge Jiménez
PhD in mathematics from University Autonoma of Madrid
Associate Professor at Universitat politecnica de catalunya

Personal webpage



Phd in Mathematics, 1995, under J. Cilleruelo and A. Granville.Assistant professor at Universidad Autonoma de Madrid, 1990-1997. Comunidad de Madrid researcher 1998-2000Ramon y Cajal researcher, 2000-2001. Associate professor at Universitat politecnica de Catalunya, 2001-present.

Scientific responsable for India and West Asia of CIMPA.

About 40 research papers in Duke, Crelle, Annali S.N. Pisa, TAMS, etc, with more than 15 collaborators as A.Granville, H. Iwaniec, G. Andrews, K. Ono, K. Ribet, etc, on Analytic and combinatorial number theory. Solved two conjectures of Erdos and Ono-Skinner, and the best known result on the conjecture of N. Koblitz. Invited at ICM 2006, and invited researcher and speaker in more than 20 universities.


Research Interests

  • Arithmetic of Elliptic curves
  • Modular forms
  • Additive number theory
  • Classical modular forms and L functions
  • Mainly analytic number theory


Selected publications

  • Jimenez, J.; Dieulefait, L.; Ribet, K.. Modular formswithlargecoefficientfieldsviacongruences.Research in numbertheory. Año:2015. Volumen: 1. Número: 1. Págs: 1 ~ 14
  • Jimenez, J.; Luca, F.; Shparlinski, I.. Onthenumber of isogenyclasses of pairing-friendlyelliptic curves and statistics of mnt curves. Mathematics of computation. Año:2012. Volumen: 81. Número: 278. Págs: 1093 ~ 1110
  • Gonzalez, J.; Jimenez, J.. The Sato-TateDistribution and theValues of Fourier Coefficients of Modular Newforms. Experimental mathematics. Año:2012. Volumen: 21. Número: 1. Págs: 84 ~102
  • Iwaniec, H.; Jimenez, J.. Orders of CM elliptic curves modulo p with at mosttwo primes. AnnalidellaScuolaNormaleSuperiore di Pisa. Classe di scienze. Año:2010. Volumen: 9. Número: 4. Págs: 815 ~ 832
  • David, C.; Jimenez, J.. Square-free discriminants of Frobeniusrings. International journal of numbertheory. Año:2010. Volumen: 6. Número: 6. Págs: 1391 ~ 1412