Alexander Getmanenko

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Alexander Getmanenko

Alexander Getmanenko

Doctor Of Philosophy

a.getmanenko @uniandes.edu.co

Office: H-003

Extension: 3586

Profile
Courses
Products
Degrees
Projects

Profile

Recent Courses

  • 2021

    • PROBABILIDAD (HONOR)

      First period
      Bachelor Level

      CÁLCULO INTEGRAL-PROBABILIDAD

      First period
      Bachelor Level
View more

Recent Products

Álvarez J .(2016). STOKES PHENOMENA IN CLASSICAL SPECIAL FUNCTIONS: Bessel and Weber functions with applications.
STOKES PHENOMENA IN CLASSICAL SPECIAL FUNCTIONS: Bessel and Weber functions with applications
Thesis
Getmanenko A.
An invited minicourse at the perimeter
Internship
Read More
View more

Recent Degrees

Doctor Of Philosophy

Doctoral degree

Northwestern University

2008

Estados Unidos

View more

Recent Projects

  • 2014
    • Applications of algebraic methods to the study of PDEs

      Duration: 36 months

      PR.3.2014.2082

View more

Courses

  • 2021

    • PROBABILIDAD (HONOR)

      First period
      Bachelor Level

      CÁLCULO INTEGRAL-PROBABILIDAD

      First period
      Bachelor Level
  • 2020

    • CÁLCULO INTEGRAL-PROBABILIDAD

      First period
      Bachelor Level

      CÁLCULO INTEGRAL-PROBABILIDAD

      Second period
      Bachelor Level

    • CÁLCULO ESTOCÁSTICO

      First period
      Master Level

      ALGEBRA LINEAL 2

      Second period
      Bachelor Level
  • 2019

    • MATEMÁTICAS ACTUARIALES

      First period
      Master Level

      CALCULO INTEGRAL-ECUAC.DIFEREN

      Second period
      Bachelor Level

    • CALC INTEG ECUAC.DIFE (INGLÉS)

      First period
      Bachelor Level

      CALCULO INTEGRAL-ECUAC.DIFEREN

      First period
      Bachelor Level

    • ECUAC.DE LA FISICA MATEMATICA

      Second period
      Bachelor Level

      MATEMÁTICAS ACTUARIALES

      First period
      Bachelor Level
  • 2018

    • MATEMATIC ACTUARIALES (INGLÉS)

      First period
      Bachelor Level

      MATEMÁTIC.ACTUARIALES (INGLÉS)

      First period
      Master Level

    • ESTADÍST. MATEMATICA 1(INGLÉS)

      First period
      Bachelor Level

      ESTADÍST. MATEMATICA 1(INGLÉS)

      Second period
      Bachelor Level

    • CALC INTEG ECUAC.DIFE (INGLÉS)

      Second period
      Bachelor Level

      MODELADO MATEMÁTICO

      Second period
      Bachelor Level
  • 2017

    • CRISTALOGRAFIA MATEM. (INGLÉS)

      First period
      Bachelor Level

      CALC.NTEGR -ECUAC.DIF.(INGLES)

      First period
      Bachelor Level

    • MODELADO MATEMÁTICO (INGLÉS)

      Second period
      Bachelor Level

      CALC.NTEGR -ECUAC.DIF.(INGLES)

      Second period
      Bachelor Level
  • 2016

    • ANÁLISIS ASINTÓTICO (INGLES)

      First period
      Bachelor Level

      MEDIDA E INTEGRACION (INGLES)

      First period
      Master Level

    • CALC INT-ECUAC.DIFER.(INGLES)

      First period
      Bachelor Level

      CALC.NTEGR -ECUAC.DIF.(INGLES)

      First period
      Bachelor Level

    • CALC.NTEGR -ECUAC.DIF.(INGLES)

      Second period
      Bachelor Level

      ANÁLISIS ASINTÓTICO (INGLES)

      First period
      Master Level

    • PROCESOS ESTOCASTICOS (INGLES)

      Second period
      Bachelor Level
  • 2015

    • CALC INT-ECUAC.DIFER.(INGLES)

      First period
      Bachelor Level

      TEORÍA DE COLAS (INGLES)

      First period
      Master Level

    • TEORÍA DE COLAS (INGLES)

      First period
      Bachelor Level

      CALC INT-ECUAC.DIFER.(INGLES)

      Second period
      Bachelor Level

    • MEDIDA E INTEGRACION (INGLES)

      Second period
      Master Level
  • 2014

    • CALC INT-ECUAC.DIFER.(INGLES)

      Second period
      Bachelor Level

      CALC.VARIABLE COMPLEJA(INGLES)

      Second period
      Bachelor Level

Products

Álvarez J .(2016). STOKES PHENOMENA IN CLASSICAL SPECIAL FUNCTIONS: Bessel and Weber functions with applications.
STOKES PHENOMENA IN CLASSICAL SPECIAL FUNCTIONS: Bessel and Weber functions with applications
Thesis
Getmanenko A.
An invited minicourse at the perimeter
Internship
Read more
Getmanenko A. (2014)
An example of Newton's method for an equation in Gevrey series
Journal of Differential Equations (ISSN 0022-0396)
Article
Read more
Getmanenko A. (2014)
Shatalov-Sternin's construction of complex WKB solutions and the choice of integration paths
Mathematische Nachrichten (ISSN 0025-584X)
Article
Read more
Getmanenko A, Tamarkin D. (2013)
Microlocal properties of sheaves and complex WKB
Book
Read more
Getmanenko A. (2013)
Resurgent An of the W L in One Dimension -- II
Funkcialaj Ekvacioj (ISSN 0532-8721)
Article
Getmanenko A. (2013)
Segunda Parte- Resurgent analysis of the witten Laplacian in one dimension
Funkcialaj Ekvacioj (ISSN 0532-8721)
Article
Getmanenko A. (2011)
On Eigenfunctions Corresponding to a Small Resurgent Eigenvalue
Asymptotic Analysis (ISSN 1875-8576)
Article
Getmanenko A. (2011)
Resurgent Analysis of the Witten Laplacian in One Dimension
Funkcialaj Ekvacioj (ISSN 0532-8721)
Article

Degrees

  • Doctor Of Philosophy

    Doctoral degree

    Northwestern University

    2008

    Estados Unidos

Projects

  • 2014
    • Applications of algebraic methods to the study of PDEs

      Duration: 36 months

      PR.3.2014.2082