Julián Fernández Bonder

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• Full Professor (UBA).
• Principal Researcher (CONICET).

• Partial Differential Equations (in Spanish). Lecture notes for the regular course at the University of Buenos Aires. Cursos de Grado del Departamento de Matemática, Fascículo 7.
• Explosions in Stochastic Differential Equations (in Spanish). Lecture notes of a course given at EIED2005. Math Department - University of Buenos Aires, Cursos y Seminarios de Matemática - Serie B, nro. 1. Joint with P. Groisman

• 2^nd sem. 2024, Analysis II.
• 1^st sem. 2024, Real Analysis.
• 2^nd sem. 2023, Introduction to Continuous Modeling.
• 1^st sem. 2023, Nonlinear PDEs.
• 2^nd sem. 2022, Introduction to Continuous Modeling.
• 1^st sem. 2022, Analysis I.
• 2^nd sem. 2021, Analysis I.
• 2^nd sem. 2020, Analysis I.
• 1^st sem. 2020, Analysis I.
• 2^nd sem. 2019, Partial Differential Equations and Analysis II.
• 1^st sem. 2019, Functional Analysis.
• 2^nd sem. 2018,
  • aug-sep: Non Local Equations and Fractional Calculus.
  • oct-dec: Visiting professor at UNNC.
• 1^st sem. 2018, Partial Differential Equations.
• 2^nd sem. 2017, Mathematics 2 (Linear Algebra for Physics).
• 1^st sem. 2017, Real Analysis - Measure and Probability.
• 2^nd sem. 2016, Partial Differential Equations.
• 1^st sem. 2016, Functional Analysis.
• 2^nd sem. 2015, Gamma-convergence and Applications.
• 1^st sem. 2015, Partial Differential Equations.
• 2^nd sem. 2014, Analysis II.
• 1^st sem. 2014, Analysis I.
• 2^nd sem. 2013, Optimal Transportation.
• 1^st sem. 2013, (at UNSL) Nonlinear PDEs.
• 2^nd sem. 2012, Analysis I.
• 1^st sem. 2012, Partial Differential Equations.
• 2^nd sem. 2011, Shape Optimization Problems.
• 1^st sem. 2011, Analysis II.
• 2^nd sem. 2010, Real Analysis - Measure and Probability.
• 1^st sem. 2010, Analysis I.
• 2^nd sem. 2009, Analysis I.
  
• 1^st sem. 2009, Geometric Measure Theory.
• 2^nd sem. 2008, Partial Differential Equations.
• 1^st sem. 2008, Analysis I (B).
• 2^nd sem. 2007, Linear Algebra.
• 1^st sem. 2007, Nonlinear PDEs.
• 2^nd sem. 2006, Real Analysis - Measure and Probability.
• 1^st sem. 2006, Analysis I (B).
• 2^nd sem. 2005, Analysis II and Differential Equations Seminar.
• 1^st sem. 2005, Ordinary Differential Equations.
• 2^nd sem. 2004, Geometric Measure Theory.
• 1^st sem. 2004, Functional Analysis.
• 2^nd sem. 2003, Analysis II and Nonlinear PDEs.
• 1^st sem. 2003, Analysis II.