Rene Joaquin Meziat Velez

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Rene Joaquin Meziat Velez

Rene Joaquin Meziat Velez

Doctor

rmeziat @uniandes.edu.co

Office: H-008

Extension: 3364

Profile
Courses
Products
Degrees
Projects

Profile

Recent Courses

  • 2022

    • CÁLCULO VARIABLE COMPLEJA

      First period
      Bachelor Level

      ALGEBRA LINEAL 1 Y CÁLCULO 3

      First period
      Bachelor Level
View more

Recent Products

Meziat R, Aranda E. (2011)
The method of moments for some one-dimensional, non-local, non-convex variational problems
Journal of Mathematical Analysis and Applications (ISSN 0022-247X)
Article
Read More
Meziat R, Roubícek T, Patiño D. (2010)
Coarse-Convex-Compactification Approach to Numerical Solution of Nonconvex Variational Problems
Numerical Functional Analysis and Optimization (ISSN 0163-0563)
Article
Read More
View more

Recent Degrees

Doctor

Doctoral degree

Universitat Politécnica De Catalunya

2001

España

Matemático

Bachelor degree

Universidad De Los Andes

1995

Colombia

View more

Recent Projects

  • 2004
    • Análisis numérico y optimización

      Duration: 36 months

      PR.3.2002.337.rmeziat

View more

Courses

  • 2022

    • CÁLCULO VARIABLE COMPLEJA

      First period
      Bachelor Level

      ALGEBRA LINEAL 1 Y CÁLCULO 3

      First period
      Bachelor Level
  • 2021

    • CALCULO DE VARIACIONES

      First period
      Bachelor Level

      ALGEBRA LINEAL 1 Y CÁLCULO 3

      First period
      Bachelor Level

    • ALGEBRA LINEAL 1 Y CÁLCULO 3

      Second period
      Bachelor Level

      INT.MODELOS MATEM.GEST.FINAN.

      Second period
      Bachelor Level
  • 2020

    • CÁLCULO INTEGRAL-PROBABILIDAD

      First period
      Bachelor Level

      CÁLCULO VARIABLE COMPLEJA

      First period
      Bachelor Level

    • CÁLCULO INTEGRAL-PROBABILIDAD

      Second period
      Bachelor Level

      INT.MODELOS MATEM.GEST.FINAN.

      Second period
      Bachelor Level
  • 2019

    • CALCULO DIFERENCIAL

      First period
      Bachelor Level

      ALGEBRA LINEAL 1

      First period
      Bachelor Level

    • CALCULO INTEGRAL-ECUAC.DIFEREN

      Second period
      Bachelor Level

      CÁLCULO VARIABLE COMPLEJA

      First period
      Bachelor Level

    • INT.MODELOS MATEM.GEST.FINAN.

      Second period
      Bachelor Level
  • 2018

    • SEMINARIO PROYECTO DE GRADO 2

      First period
      Bachelor Level

      PRACT EMPRESARIAL1MEDIO TIEMPO

      First period
      Bachelor Level

    • CURSO TUTORIAL DE PREGRADO

      First period
      Bachelor Level

      SEMINARIO PROYECTO DE GRADO 1

      First period
      Bachelor Level

    • CALCULO INTEGRAL-ECUAC.DIFEREN

      First period
      Bachelor Level

      INT.MODELOS MATEM.GEST.FINAN.

      First period
      Bachelor Level

    • INSCRIPCION A GRADO

      First period
      Bachelor Level

      PRACTICA EMPRESARIAL 1 (TC)

      First period
      Bachelor Level

    • PROYECTO DE GRADO

      First period
      Bachelor Level

      ALGEBRA LINEAL 1

      Second period
      Bachelor Level

    • INT.MODELOS MATEM.GEST.FINAN.

      Second period
      Bachelor Level
  • 2017

    • ALGEBRA LINEAL 1

      First period
      Bachelor Level

      SEMINARIO DE POSTGRADO 2

      Second period
      Master Level

    • PASANTIA

      Second period
      Doctoral Level

      SEMINARIO DE TRABAJO DE GRADO

      Second period
      Master Level

    • INSCRIPCION A GRADO

      Second period
      Master Level

      SUSTENTACIÓN DE PROYECTO

      Second period
      Doctoral Level

    • DEFENSA DE TESIS

      Second period
      Doctoral Level

      SEMINARIO DE POSTGRADO 1

      Second period
      Master Level

    • SEMINARIO DE POSTGRADO 1

      Second period
      Doctoral Level

      EXAMEN DE CONOCIMIENTO 2

      Second period
      Doctoral Level

    • PRETESIS 2

      Second period
      Doctoral Level

      TESIS

      Second period
      Doctoral Level

    • TRABAJO DE GRADO

      Second period
      Master Level

      EXAMEN DE CONOCIMIENTO 1

      Second period
      Doctoral Level

    • PRETESIS 3

      Second period
      Doctoral Level

      PRETESIS 4

      Second period
      Doctoral Level

    • PROYECTO DE TESIS 2

      Second period
      Doctoral Level

      PROYECTO DE TESIS 1

      Second period
      Doctoral Level

    • PRETESIS 1

      Second period
      Doctoral Level

      INT.MODELOS MATEM.GEST.FINAN.

      Second period
      Bachelor Level

    • SEMINARIO DE POSTGRADO 2

      Second period
      Doctoral Level
  • 2016

    • CALCULO INTEGRAL-PROBABILIDAD

      Second period
      Bachelor Level

      CALCULO 3 Y ALGEBRA LINEAL 1

      Second period
      Bachelor Level

Products

Meziat R, Aranda E. (2011)
The method of moments for some one-dimensional, non-local, non-convex variational problems
Journal of Mathematical Analysis and Applications (ISSN 0022-247X)
Article
Read more
Meziat R, Roubícek T, Patiño D. (2010)
Coarse-Convex-Compactification Approach to Numerical Solution of Nonconvex Variational Problems
Numerical Functional Analysis and Optimization (ISSN 0163-0563)
Article
Read more
Meziat R, Ortiz C. (2010)
Semidefinite relaxations of dynamical programs under discrete constraints
Optimization Letters (ISSN 1862-4472)
Article
Read more
Patiño D, Meziat R. (2008)
Exact relaxations of non-convex variational problems
Optimization Letters (ISSN 1862-4472)
Article
Read more
Quijano N, Mojica E, Meziat R, Gauthier A, Naly. (2008)
Optimal Control of Switched Systems: A Polynomial Approach
IFAC World Congress
Inproceeding
Read more
Villalobos J, Meziat R. (2006)
Analysis of microstructures and phase transition phenomena in one-dimensional, non-linear elasticity by convex optimization
Structural and Multidisciplinary Optimization (ISSN 1615-147X)
Article
Read more
Villalobos J, Meziat R. (2006)
Analysis of microstructures and phase transitions phenoma in one dimensional, non linear elasticity by convex optimization
Structural and Multidisciplinary Optimization (ISSN 1615-147X)
Article
Read more
Meziat R. (2005)
Analysis of two dimensional nonconvex variational problems. Applied Optimization: Optimization and Control with Apllications
Inbook
Meziat R. (2003)
Analysis of non convex polynomial programs by the method of moments. Frontier in Global Optimization.
Inbook
Meziat R. (2003)
From a nonlinear, nonconvex variational problem to a linear, convex formulation
Applied Mathematics and Optimization (ISSN 0095-4616)
Article
Read more
Meziat R. (2001)
The method of moments for non convex variational problmes. Advances in Convex Analysis and Global Optimization- Honoring The Memory of C. Caratheodory.
Inbook

Degrees

  • Doctor

    Doctoral degree

    Universitat Politécnica De Catalunya

    2001

    España

    Matemático

    Bachelor degree

    Universidad De Los Andes

    1995

    Colombia

Projects

  • 2004
    • Análisis numérico y optimización

      Duration: 36 months

      PR.3.2002.337.rmeziat