Copyright 2017 - Site designed and maintained by: Ariel Díaz De Armas

Ayudante Doctor
(Teaching Assistant)

Office: 2.2 A05 (Edificio Sabatini)
Phone: +34
916249099

e-mail: This email address is being protected from spambots. You need JavaScript enabled to view it.

CV: english / spanish

Web Page: http://www.ugr.es/~leonori/Tom/Home.html

 

 

 

 

Workshop on nonlinear equations

 

  • 12 November 2002: Degree in Mathematics University of Rome “La Sapienza”. Title of thesis: Equazioni ellittiche con termine di ordine inferiore a crescita naturale nel gradiente e dati misura. Advisor: Prof. L. Orsina
  • November 2002: Doctoral fellow in Pure mathematics, (XVIII Ciclo) University of Rome “Tor Vergata ”, Rome.
  • 3 March 2006: Ph.D. in Mathematics, University of Rome “Tor Vergata”. Title of thesis: Large Solutions for a class of Nonlinar Elliptic Equation with Gradient Terms. Advisor: Prof. A.Porretta. Commission: G.Tarantello (Rome), J.P. Puel (Versailles), F.Murat (Paris).
  • December 2005-September 2007: Post-doc position, Department of Mathematics “G. Castel- nuovo ”, University of Rome “La Sapienza”.
  • October 2007-December 2008: Post-doc position at CMUC, University of Coimbra (Portu- gal).
  • January 2009- December 2011: Postdoc contract “Juan de la Cierva”, University of Granada (Spain).
  • January 2012- Now: Position of ”Profesor Ayudante Doctor” at University Carlos III, Madrid (Spain).
 
  • D. Arcoya, L.Boccardo, T. Leonori, W1,1-solutions for nonlinear elliptic problems with gradient terms. To appear in Nonlinear Differential Equations and Applications (NODEA)
  • D. Arcoya, T. Leonori, A. Primo, Existence of solutions for semilinear nonlocal elliptic problems via a Bolzano Theorem.  To appear in Acta Applicandae Mathematica
  • D. Arcoya, E. Colorado, T. Leonori, Asymptotically linear problems and antimaximum principle for the square root of the laplacian. Adv. Nonlin. Stud. 12(2012), 683–701.
  • T. Leonori, A.Porretta, Gradient bounds for elliptic problems singular at the boundary, Arch. Rational Mech. Anal. 202 (2011) 663–705
  • T. Leonori, P. Martinéz, A. Primo Nonlinear Elliptic equations with Hardy potential and lower order term with natural growth Nonlinear Analysis: Theory, Methods & Applications, 74(2011) 3556–3569.
  • T. Leonori, F.Petitta Local estimates for parabolic equations with nonlinear gradient terms, Calc.Var. 42 (2011) 153–187.
  • L. Boccardo,T. Leonori, L.Orsina, F.Petitta, Quasilinear elliptic equations with singular quadratic growth terms, Comm. Cont. Math, 13 (2011) 607–642.

D. Arcoya, L.Boccardo, T. Leonori, A.Porretta, Some elliptic problems with singular natural growth lower order terms, J.Diff.Eq., 249, (2010) 2771–2795

 

Approximative program of the course

 

Exercises:

 

  • Chapter 1
  • Chapter 2
  • Chapter 3
 

Office Hours:

 

Tuesday :  from 15.00 to 17.00

Wednesday: from 12.30 to 13.30

Thursday: from 15.00 to 17.00

 

 

 

  1. "Calculus 1", UC3M, A.Y. 2012-2013
  2. ”Calculo Avanzado”, Universidad de Granada, A.Y. 2011–2012 (4,5 CFU)
  3. ”Calculo Avanzado”, Universidad de Granada, A.Y. 2010–2011 (3 CFU)
  4. ”Fundamentos de Matematica I”, Universidad de Granada, A.Y. 2010–2011 (1,5 CFU)
  5. ”Analisis nolineal”, PhD Program Fisymat, Universidad de Granada, A.Y. 2010–2011(2 CFU)
  6. ”Ecuaciones en Derivadas Parciales”, Universidad de Granada, A.Y. 2009–2010 (2 CFU)

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