Ramiro Hernando de la Vega Sinisterra

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Ramiro Hernando de la Vega Sinisterra

Ramiro Hernando de la Vega Sinisterra

Doctor Of Philosophy

rade @uniandes.edu.co

Office: H-208

Extension: 2757

Profile
Courses
Products
Degrees
Projects

Profile

Recent Courses

  • 2022

    • CÁLCULO INTEGRAL-ECUAC.DIFEREN

      First period
      Bachelor Level

      TOPOLOGÍA 1

      First period
      Bachelor Level
View more

Recent Products

de la Vega, R, Murgas, J., Uzcátegui, C.. (2020)
Selective separability and q+ in maximal spaces
Topology and its Applications (ISSN 0166-8641)
Article
Read More
de la Vega, R. (2019)
On the reflection of the countable chain condition
Fundamenta Mathematicae (ISSN 0016-2736)
Article
Read More
View more

Recent Degrees

Doctor Of Philosophy

Doctoral degree

University Of Wisconsin-Madison

2005

Estados Unidos

Matemático

Bachelor degree

Universidad De Los Andes

1998

Colombia

View more

Recent Projects

  • 2006
    • Homogeneidad en espacios topológicos compactos

      Duration: 36 months

      PR.3.2005.144.rade

View more

Courses

  • 2022

    • CÁLCULO INTEGRAL-ECUAC.DIFEREN

      First period
      Bachelor Level

      TOPOLOGÍA 1

      First period
      Bachelor Level
  • 2021

    • CÁLCULO INTEGRAL-ECUAC.DIFEREN

      First period
      Bachelor Level

      TOPOLOGÍA 1

      First period
      Bachelor Level

    • CÁLCULO INTEGRAL-ECUAC.DIFEREN

      Second period
      Bachelor Level

      TEORIA DE CONJUNTOS 2

      Second period
      Master Level

    • TEORIA DE CONJUNTOS 2

      Second period
      Bachelor Level

      PRÁCTICA ENSENANZA 2

      Second period
      Bachelor Level
  • 2020

    • TEORÍA DE RECURSIÓN

      First period
      Bachelor Level

      CÁLCULO INTEGRAL-ECUAC.DIFEREN

      First period
      Bachelor Level

    • CÁLCULO INTEGRAL-ECUAC.DIFEREN

      Second period
      Bachelor Level

      CÁLCULO VARIABLE COMPLEJA

      Second period
      Bachelor Level
  • 2019

    • CALCULO DIFERENCIAL

      Second period
      Bachelor Level

      ALGEBRA ABSTRACTA 2

      Second period
      Master Level

    • ALGEBRA LINEAL 1

      First period
      Bachelor Level

      TEORÍA DE CONJUNTOS 1

      First period
      Master Level

    • ALGEBRA ABSTRACTA 2

      Second period
      Bachelor Level

      TEORIA DE CONJUNTOS 1

      First period
      Bachelor Level

    • TOPOLOGIA 1

      First period
      Bachelor Level
  • 2018

    • MATEMATICA ESTRUCTURAL

      First period
      Bachelor Level

      CALCULO INTEGRAL-ECUAC.DIFEREN

      First period
      Bachelor Level

    • TOPOLOGIA 1

      Second period
      Bachelor Level

      ALGEBRA LINEAL 1

      Second period
      Bachelor Level
  • 2017

    • CALCULO DIFEREN (HON)

      First period
      Bachelor Level

      TOPOLOGIA 1

      First period
      Bachelor Level

    • CALCULO INTEGRAL-ECUAC.DIFEREN

      Second period
      Bachelor Level

      CALCULO INTEGRAL-ECUAC.DIFEREN

      First period
      Bachelor Level

    • TEMAS EN TOPOLOGIA CONJUNTISTA

      Second period
      Master Level
  • 2016

    • CALC INT-ECUAC.DIFER.

      First period
      Bachelor Level

      INTRO. A TEORÍA DE CONJUNTOS

      First period
      Bachelor Level

    • CALCULO INTEGR -ECUAC.DIFEREN.

      Second period
      Bachelor Level

      CALCULO INTEGRAL-ECUAC.DIFEREN

      Second period
      Bachelor Level

    • CALCULO DIFEREN (HON)

      Second period
      Bachelor Level

      CALCULO INTEGRAL-ECUAC.DIFEREN

      First period
      Bachelor Level

    • ANALISIS FUNCIONAL

      First period
      Master Level
  • 2015

    • CALCULO INTEGRAL-ECUAC.DIFEREN

      First period
      Bachelor Level

      INTRO. A TEORÍA DE CONJUNTOS

      Second period
      Bachelor Level

    • TOPOLOGIA 1

      First period
      Bachelor Level

      CALC INT-ECUAC.DIFER.

      Second period
      Bachelor Level
  • 2014

    • TEMAS EN TOPOLOGIA CONJUNTISTA

      First period
      Master Level

      CALCULO INTEGRAL-ECUAC.DIFEREN

      First period
      Bachelor Level
  • 2013

    • TOPOLOGIA 1

      First period
      Bachelor Level

      CALCULO INTEGRAL-ECUAC.DIFEREN

      First period
      Bachelor Level

    • CALCULO INTEGRAL-ECUAC.DIFEREN

      Second period
      Bachelor Level

Products

de la Vega, R, Murgas, J., Uzcátegui, C.. (2020)
Selective separability and q+ in maximal spaces
Topology and its Applications (ISSN 0166-8641)
Article
Read more
de la Vega, R. (2019)
On the reflection of the countable chain condition
Fundamenta Mathematicae (ISSN 0016-2736)
Article
Read more
Lievano J .(2018). A compact history of the normal Moore space conjecture.
A compact history of the normal Moore space conjecture
Thesis
Read more
Flores J .(2018). Primer contraejemplo del problema de Efimov.
Primer contraejemplo del problema de Efimov
Thesis
Read more
de la Vega, R. (2015)
Coloring grids
Fundamenta Mathematicae (ISSN 0016-2736)
Article
Read more
Pacheco W, de la Vega, R .(2014). FORCING CON COIDEALES SEMISELECTIVOS.
FORCING CON COIDEALES SEMISELECTIVOS
Thesis
VARGAS E .(2013). Forzamiento a lo largo de plantillas y consistencia de d < a..
Forzamiento a lo largo de plantillas y consistencia de d < a.
Thesis
Bermeo D .(2013). Selection Principles and Topological Games.
Selection Principles and Topological Games
Thesis
Hernandez A .(2013). Sobre un problema de van Douwen concerniente a la topología de Böhr.
Sobre un problema de van Douwen concerniente a la topología de Böhr
Thesis
de la Vega, R. (2009)
Decompositions of the plane and the size of the continuum
Fundamenta Mathematicae (ISSN 0016-2736)
Article
Read more
de la Vega, R. (2008)
Basic homogeneity in the class of zero-dimensional compact spaces
Topology and its Applications (ISSN 0166-8641)
Article
Read more
de la Vega, R. (2006)
A new bound on the cardinality of homogeneous compacta
Topology and its Applications (ISSN 0166-8641)
Article
Read more
de la Vega, R, Kunen K. (2004)
A compact homogeneous S-space
Topology and its Applications (ISSN 0166-8641)
Article
Read more
de la Vega, R. (1998)
Densidad espectral de potencia en filtros L
V Simposio de tratamiento de señales, imágenes y visión artificial.
Inproceeding
de la Vega, R, Restrepo A. (1996)
Efficient computation of locally monotonic regression
IEEE Signal Processing Letters (ISSN 1070-9908)
Article
Read more
de la Vega, R. (1995)
Cálculo eficiente de regresiones localmente monótonas
IV Simposio de tratamiento de señales, imágenes y visión artiificial
Inproceeding
de la Vega, R, Naranjo A, Daniels M, Valderrama M, Restrepo A. (1995)
Designing OSED´s (order statistic edge detectors)
Proceedings of the 1995 IEEE International Conference on Image Processing.
Inproceeding

Degrees

  • Doctor Of Philosophy

    Doctoral degree

    University Of Wisconsin-Madison

    2005

    Estados Unidos

    Matemático

    Bachelor degree

    Universidad De Los Andes

    1998

    Colombia

  • Ingeniero Eléctrico

    Bachelor degree

    Universidad De Los Andes

    1997

    Colombia

Projects

  • 2006
    • Homogeneidad en espacios topológicos compactos

      Duration: 36 months

      PR.3.2005.144.rade