Jairo Andres Angel Cardenas

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Jairo Andres Angel Cardenas

Jairo Andres Angel Cardenas

Doctor Of Philosophy In Mathematics

ja.angel908 @uniandes.edu.co

Office: H-309

Extension: 5217

Profile
Courses
Products
Degrees
Projects
Sitio Web

Profile

Recent Courses

  • 2021
    • CÁLCULO VECTORIAL

      First period
      Bachelor Level

      TEORÍA DE ANÁLISIS NUMÉRICO

      First period
      Bachelor Level

Recent Products

Angel J, Borja J. (2022)
Equilateral polygons in a Euclidean space and on deformed spheres via Fadell-Husseini index
Topology and its Applications (ISSN 0166-8641)
Article
Santos O, Angel J, Feged A, Ramirez J, Gonzalez F. (2021)
Deciphering the introduction and transmission of SARS-CoV-2 in the Colombian Amazon Basin
PLOS NEGLECTED TROPICAL DISEASES (ISSN 1935-2735)
Article

Recent Degrees

Doctor Of Philosophy In Mathematics

Doctoral degree

Leland Stanford Junior University - The Stanford University

2008

Estados Unidos

Matemático

Bachelor degree

Universidad De Los Andes

2002

Colombia

Recent Projects

  • 2012
    • Topología de cuerdas de orbidades, teoría de cobordimso y principios H para orbidades

      Duration: 36 months

      PR.3.2012.1563.ja.angel908

Courses

  • 2021
    • CÁLCULO VECTORIAL

      First period
      Bachelor Level

      TEORÍA DE ANÁLISIS NUMÉRICO

      First period
      Bachelor Level
    • CÁLCULO VECTORIAL

      Second period
      Bachelor Level

      CÁLCULO VARIABLE COMPLEJA

      Second period
      Bachelor Level
  • 2020
    • CÁLCULO VECTORIAL

      First period
      Bachelor Level

      CÁLCULO VECTORIAL

      Second period
      Bachelor Level
    • TEORÍA DE ANÁLISIS NUMÉRICO

      Second period
      Bachelor Level

      TOPOLOGÍA ALGEBRAICA 2

      First period
      Master Level
  • 2019
    • ALGEBRA LINEAL 1 Y CALCULO 3

      Second period
      Bachelor Level

      ALGEBRA LINEAL 1 Y CALCULO 3

      First period
      Bachelor Level
    • CALC. VECTORIAL (HONORES)

      First period
      Bachelor Level

      TOPOLOGIA ALGEBRAICA

      Second period
      Master Level
    • TOPOLOGIA ALGEBRAICA

      Second period
      Bachelor Level
  • 2017
    • CALCULO VECTORIAL (HONORES)

      First period
      Bachelor Level

      CALCULO VECTORIAL

      First period
      Bachelor Level
    • CALCULO 3 Y ALGEBRA LINEAL 1

      First period
      Bachelor Level

      TOP. COMP. Y ANÁLISIS DE DATOS

      Second period
      Bachelor Level
    • CALCULO VECTORIAL

      Second period
      Bachelor Level

      TOP. COMP. Y ANÁLISIS DE DATOS

      Second period
      Master Level
  • 2016
    • CALCULO VECTORIAL

      First period
      Bachelor Level

      CLASES CARACTERISTICAS

      First period
      Master Level
    • CALCULO VECTORIAL

      Second period
      Bachelor Level

      CALC VARIABLE COMPL (INGENIER)

      Second period
      Bachelor Level
    • CALCULO VECTORIAL

      Interseminal period
      Bachelor Level

      CALC VARIABLE COMPL (INGENIER)

      First period
      Bachelor Level
    • CALC.VARIABLE COMPLEJA

      Second period
      Bachelor Level

      CALC.VARIABLE COMPLEJA

      First period
      Bachelor Level
    • HACES FIBRADOS

      Second period
      Bachelor Level

      HACES FIBRADOS

      Second period
      Master Level
  • 2015
    • CALC.VECTORIAL (COMPUTACIONAL)

      First period
      Bachelor Level

      CALCULO VECTORIAL

      First period
      Bachelor Level
    • PRECALCULO SIGMA

      Third trimester
      Bachelor Level

      CALCULO VECTORIAL

      Second period
      Bachelor Level
    • CLASES CARACTERISTICAS

      Second period
      Master Level

      CALCULO VECTORIAL

      Interseminal period
      Bachelor Level
  • 2014
    • METODOS MATEM. PARA ECONO.

      First period
      Bachelor Level

      GEOMETRIA RIEMANNIANA

      Second period
      Bachelor Level
    • GEOM.DIF.Y GEOM.RIMANIANA

      Second period
      Master Level

      PRECALCULO

      Interseminal period
      Bachelor Level
    • CALCULO VECTORIAL

      Interseminal period
      Bachelor Level

      CALCULO VECTORIAL

      Second period
      Bachelor Level
    • CALC.VECTORIAL (COMPUTACIONAL)

      Second period
      Bachelor Level
  • 2013
    • TOPOLOGIA DIFERENCIAL

      First period
      Master Level

      CALCULO VECTORIAL

      First period
      Bachelor Level
    • CALC VARIABLE COMPL (INGENIER)

      Second period
      Bachelor Level

      GEOMETRIA DIFERENCIAL 2

      Second period
      Bachelor Level
    • CALCULO INTEGRAL-ECUAC.DIFEREN

      Second period
      Bachelor Level

Products

Angel J, Borja J. (2022)
Equilateral polygons in a Euclidean space and on deformed spheres via Fadell-Husseini index
Topology and its Applications (ISSN 0166-8641)
Article
Santos O, Angel J, Feged A, Ramirez J, Gonzalez F. (2021)
Deciphering the introduction and transmission of SARS-CoV-2 in the Colombian Amazon Basin
PLOS NEGLECTED TROPICAL DISEASES (ISSN 1935-2735)
Article
Isaza E, Gonzalez F, Herrera S, Rodriguez T, Angel J, Feged A. (2020)
Políticas públicas, grandes datos, teoría de redes y COVID-19*
Desafíos (ISSN 0124-4035)
Article
Feged A, Gonzalez F, Angel J. (2020)
Spatio-temporal dynamics of Plasmodium falciparum transmission within a spatial unit on the Colombian Pacific Coast
SCIENTIFIC REPORTS (ISSN 2045-2322)
Article
Angel J, Borja J. (2019)
The evasiveness conjecture and graphs on 2p vertices
journal of graph theory (ISSN 0364-9024)
Article
Angel J, Uribe B, Gomez J. (2018)
Equivariant complex bundles, fixed points and equivariant unitary bordism
Algebraic & Geometric Topology (ISSN 1472-2747)
Article
Angel J, Colman H. (2018)
Equivariant topological complexities
Topological Complexity and Related Topics. Contemporary Mathematics (ISBN 978-1-4704-3436-6)
Inbook
Angel J, Feged A, Gonzalez F. (2018)
Malaria intensity in Colombia by regions and populations
PLoS ONE (ISSN 1932-6203)
Article
Quintero R .(2016). Aleksandrov-Fenchel's Inequality and Intrinsic volumes.
Aleksandrov-Fenchel's Inequality and Intrinsic volumes
Thesis
Angel J, Borja J. (2016)
SIMPLICIAL COMPLEXES AND THE EVASIVENESS CONJECTURE
Graduate Journal of Mathematics (ISSN 1737-0299)
Article
Angel J, Colman H. (2016)
Survey of equivariant notions of topological complexity
Mini-Workshop: Topological Complexity and Related Topics
Inproceeding
Angel J, Perdomo D. (2016)
Topological Data Analysis with Metric Learning and an Application to High-Dimensional Football Data
Topology and its Applications (ISSN 0166-8641)
Article
Chaparro G .(2016). Vietoris-Rips Complexes of the Circle and the Torus.
Vietoris-Rips Complexes of the Circle and the Torus
Thesis
Quintero J .(2015). Aplicaciones de ventanas deslizantes a periodicidad de funciones.
Aplicaciones de ventanas deslizantes a periodicidad de funciones
Thesis
Polanco L .(2015). Estimations on persistent homology.
Estimations on persistent homology
Thesis
Angel J, Duarte D. (2015)
The BV-Algebra Structure of the Hochschild Cohomology of the Group Ring of Cyclic Groups of Prime Order
Geometric and Topological Methods for Quantum Field Theory
Inproceeding
Escobar N .(2015). The Notion of Orientation in Topological K-theory.
The Notion of Orientation in Topological K-theory
Thesis
Perdomo D .(2015). Topological Data Analysis with Metric Learning and an Application to High-Dimensional Football Data.
Topological Data Analysis with Metric Learning and an Application to High-Dimensional Football Data
Thesis
Angel J. (2014)
A survey on orbifold string topology
Geometric, Algebraic and Topological Methods for Quantum Field Theory (ISBN 9789814460040)
Inbook
Polanco L .(2014). On Hilbert's fifth problem.
On Hilbert's fifth problem
Thesis
Quintero R .(2013). Conjetura de Kneser y aplicaciones de la topología algebraica a combinatoria.
Conjetura de Kneser y aplicaciones de la topología algebraica a combinatoria
Thesis
Perdomo D .(2013). Morse Theory and Witten's Proof of the Morse Inequalities.
Morse Theory and Witten's Proof of the Morse Inequalities
Thesis
Uribe B, Angel J, Backelin E. (2012)
Hochschild cohomology and string topology of global quotient orbifolds
JOURNAL OF TOPOLOGY (ISSN 1753-8416)
Article
Angel J. (2010)
Totaro’s spectral sequence
Arbeitsgemeinschaft: Topological Robotics
Inproceeding
Angel J. (2010)
When is a differentiable manifold the boundary of an orbifold?
Geometric And Topological Methods For Quantum Field Theory (ISBN 9780511712135)
Inbook
Angel J. (2009)
A SPECTRAL SEQUENCE FOR ORBIFOLD COBORDISM
Algebraic topology--old and new : M.M. Postnikov memorial conference (ISBN 8386806044)
Inbook
Corredor L, Angel J, Mantilla-Soler G, Zoque E. (2005)
A Model Theoretic Proof of the Mordell - Lang conjecture for function fields
Other Publication

Degrees

  • Doctor Of Philosophy In Mathematics

    Doctoral degree

    Leland Stanford Junior University - The Stanford University

    2008

    Estados Unidos

    Matemático

    Bachelor degree

    Universidad De Los Andes

    2002

    Colombia

Projects

  • 2012
    • Topología de cuerdas de orbidades, teoría de cobordimso y principios H para orbidades

      Duration: 36 months

      PR.3.2012.1563.ja.angel908

Sitio Web

Para consultar mi sitio web: Aquí