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Jorge Andrés Olivares Funes

Docente

Universidad de Antofagasta

Antofagasta, Chile

Aproximantes Cuasi Racionales en varios puntos y Educación matemática

Matemáticas, UNIVERSIDAD CATOLICA DEL NORTE. Chile, 2010
Licenciatura en matemáticas, UNIVERSIDAD CATOLICA DEL NORTE. Chile, 2005

docente Full Time

UNIVERSIDAD DE ANTOFAGASTA

Ciencias Básicas

Antofagasta, Chile

2014 - A la fecha

docente Full Time

Universidad Antofagasta

Antofagasta, Chile

2014 - A la fecha


Resolving non-homogeneous linear differential equations using the undetermined method coefficients and variation of parameters by means of GeoGebra Funes, Jorge Olivares; Kari, Elvis Valero Article SCOPUS Journal of Physics: Conference Series (2019)
The error function in fractional differential equations Article SCOPUS Journal of Physics: Conference Series (2019)
A simple approximation for the modified Bessel function of zero order I 0 ( x ) Article SCOPUS Journal of Physics: Conference Series (2018)
Analytic approximations for special functions, applied to the modified Bessel functions I2(x) and I2/3(x) Article ISI SCOPUS Results in Physics (2018)
High accuracy approximation for the modified Bessel function of fractional order I 1/3 ( x ) Maass, F.; Valero, E. Article SCOPUS Journal of Physics: Conference Series (2018)
Analytic approximation for the modified Bessel function I-2/3(x) Olivares, Jorge; IOP Article ISI SCOPUS Journal of Physics: Conference Series (2017)
Hipergeometric solutions to some nonhomogeneous equations of fractional order Olivares, Jorge; Martin, Pablo; Maass, Fernando; IOP Article ISI SCOPUS Journal of Physics: Conference Series (2017)
Precise analytic approximation for the modified Bessel function I1(x) P.Martin; A.Sotomayor Article ISI REVISTA MEXICANA DE FISICA (2017)


Animations and interactive creations in linear differential equations of first order: The case of Geogebra Olivares Funes J. ConferencePaper SCOPUS Journal of Physics: Conference Series (2018)
Multi-point quasi-rational approximants for the modified Bessel function I-1(x) ConferencePaper ISI SCOPUS WORKSHOP ON MODELING AND SIMULATION FOR SCIENCE AND ENGINEERING, V WMSSE (2016)

Adrián Sotomayor

Profesor Asociado Jornada Completa de Planta

Matemáticas

UNIVERSIDAD DE ANTOFAGASTA

Antofagasta, Chile

Pablo Martín

Profesor Titular

Fisica

UNIVERSIDAD DE ANTOFAGASTA

Antofagasta, Chile

Jorge Olivares

Docente

Matemáticas

Universidad de Antofagasta

Antofagasta, Chile

Fernando Maass

Full Time

Fisica

Universidad de Antofagasta

Antofagasta, Chile

Jorge Andrés Olivares Funes

Líneas de Investigación

Educación

Matemáticas, UNIVERSIDAD CATOLICA DEL NORTE. Chile, 2010

Licenciatura en matemáticas, UNIVERSIDAD CATOLICA DEL NORTE. Chile, 2005

Experiencia Académica

docente Full Time

Experiencia Profesional

docente Full Time

Article (8)

Resolving non-homogeneous linear differential equations using the undetermined method coefficients and variation of parameters by means of GeoGebra

The error function in fractional differential equations

A simple approximation for the modified Bessel function of zero order I 0 ( x )

Analytic approximations for special functions, applied to the modified Bessel functions I2(x) and I2/3(x)

High accuracy approximation for the modified Bessel function of fractional order I 1/3 ( x )

Analytic approximation for the modified Bessel function I-2/3(x)

Hipergeometric solutions to some nonhomogeneous equations of fractional order

Precise analytic approximation for the modified Bessel function I1(x)

ConferencePaper (2)

Animations and interactive creations in linear differential equations of first order: The case of Geogebra

Multi-point quasi-rational approximants for the modified Bessel function I-1(x)

Adrián Sotomayor

Pablo Martín

Jorge Olivares

Fernando Maass