Mathematician. See attached CV.

• Outstanding Paper Award at the 35th Annual Conference of the North American Fuzzy Information Processing Society NAFIPS’2016 - UTEP (11/01/2016-11/30/2016)

• MS in Mathematics, University of Minnesota (1997)
• Ph D in Mathematics, University of Minnesota (1997)
• Mathematics, Universidad Nacional de Rosario (1989)

• O the eigenvalue problem for a class of Kirchhoff-type equation JMMA (Journal of Mathematical Analysis and its Applications) 494 2 (2020), Osvaldo Mendez.
• Modular Uniform Convexity in Every Direction in Lp() and Its Applications Mathematics 8 6 (2020), Mostafa Bachar, Osvaldo Mendez.
• A geometric property in ℓp(⋅) and its applications. Mathematische Nachrichten 292 9 (2019), M Bachar, Mohamed A. Khamsi, Osvaldo Mendez, Messaoud Bounkhel.
• Sharp conditions for the compactness of the Sobolev embedding on Musielak-Orlicz spaces Mathematische Nachrichten 292 2 (2019), Osvaldo Mendez.
• A geometric property in l_p(.) and its applications Mathematische Nachrichten 292 9 (2019), Mostafa Bachar, Mohamed A. Khamsi, Osvaldo Mendez, M Bounkhil.
• Analysis on function spaces of Musielak-Orlicz type. CRC Press (2019), Osvaldo Mendez, Jan Lang.
• Modular uniform convexity of Lebesgue spaces of variable exponent. Symmetry 10 12 (2018), Osvaldo Mendez, Mostafa Bachar, Messaoud ,. Bounkhel.
• A model reduction for highly non-linear problems using wavelets and Gauss-Newton method Advances Fuzzy Sets and Systems (in press), Miguel Argaez, Horacio F. , Osvaldo Mendez, Martine Ceberio.
• Recent Advances on Generalized Trigonometric Functions in Higher Dimensions Function Spaces and Inequalities (in press), Osvaldo Mendez, Jan Lang.
• Basis properties of Lindqvist–Peetre functions in Lr(0,1)n Revista Matematica Complutense 30 1 (2017), Osvaldo D. Mendez, Jan Lang, Ozlem Baksi, Peter Gurka.
• Stability of the norm-eigenfunctions of the p()-Laplacian Journal of Integral Equations and Operator Theory (in press), Osvaldo D. Mendez, Jan Lang.

• Eigenvalue problems for a class of Kirchhoff's equations (2021), Volume El Paso, Osvaldo Mendez.
• On eigenvalue problems for a class of Kirchhoff's equation on variable exponent Sobolev-Lebesgue spaces (2020), Volume Dhaharan, Saudi Arabia, Osvaldo Mendez.
• Geometric properties of generalized Lebesgue spaces and applications (2020), Volume El Paso, TX, Osvaldo Mendez.
• Sobolev Embedding for Sobolev-Musielak-Orlicz spaces and applications to PDE (2019), Volume Dammam, Saudi Arabia, Osvaldo Mendez.
• A uniform convexity property of variable exponent Lebesgue spaces. (2019), Volume Casablanca, Morocco, Osvaldo Mendez.
• A fixed point theorem for variable exponent Lebesgue spaces (2019), Volume Columbia, MO, USA, Osvaldo Mendez.
• A question regarding the uniform convexity of spaces of variable integrability (2019), Volume Bangsaen, Thailand, Osvaldo Mendez.
• A question regarding the uniform convexity of Lebesgue spaces of variable integrability. (2019), Volume Columbus, OH, Osvaldo Mendez.
• Sobolev Embedding theorem for MO spaces and applications (2018), Volume Columbus, Ohio, Osvaldo Mendez.
• Stability results on spectral theory on spaces of variable integrability (2018), Volume Dammam, Saudi Arabia, Osvaldo Mendez.
• Recent Advances in Variable Exponent Lebesgue Spaces (2017), Volume New York, Osvaldo Mendez.
• Four Cities, two Wars and the Birth and Survival of a Mathematical Idea: Musielak-Nakano-Orlicz Spaces, Applications and Recent Results. (2017), Volume El Paso, Osvaldo D. Mendez.
• A model reduction for highly non-linear problems using wavelets and the Gauss-Newton method. (2016), Volume The University of Texas at El Paso, Miguel Argaez, Martine C. Ceberio, Florez H. , Osvaldo Mendez.

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