2019-07-01 19:40:34 +02:00
---
# Personal details
2019-07-01 20:25:42 +02:00
name : Amin Kasrou Aouam
phone : +34 658591161
email : akasroua@gmail.com
#publications: '\*'
2019-07-01 19:40:34 +02:00
2019-07-08 14:56:26 +02:00
#headline: |
2019-07-01 19:40:34 +02:00
about : |
2019-07-11 07:36:15 +02:00
Estudiante de Ingeniería Informática, con motivación para entrar en el mundo laboral con el fin de familiarizarme con las mecánicas de éste.
2019-07-01 19:40:34 +02:00
education :
2019-07-08 14:56:26 +02:00
- years :
start : 2013
end : 2015
2019-07-11 09:26:52 +02:00
degree : Grado
focus : Medicina
2019-07-08 16:05:30 +02:00
campus : Châtenay-Malabry
institution : "Université Paris-Sud"
2019-07-08 14:56:26 +02:00
- years :
start : 2015
end : 2017
2019-07-11 09:26:52 +02:00
degree : Grado
focus : Medicina
2019-07-08 16:05:30 +02:00
campus : Sevilla
institution : "Universidad de Sevilla"
2019-07-08 14:56:26 +02:00
2019-07-02 00:39:10 +02:00
- years :
start : 2017
2019-07-08 15:16:07 +02:00
end : present
2019-07-11 09:26:52 +02:00
degree : Grado
focus : Ingeniería Informática
2019-07-08 16:05:30 +02:00
institution : "Universidad de Granada"
campus : Ceuta
2019-07-01 20:25:42 +02:00
programming :
2019-07-08 15:15:18 +02:00
- C++
- Java
- Shell
2019-07-01 20:25:42 +02:00
technologies :
2019-07-11 07:36:15 +02:00
- Sistemas UNIX
2019-07-08 15:16:07 +02:00
- \LaTeX
- Git
- LEMP - FEMP Stack
2019-07-01 20:25:42 +02:00
languages :
- language : Español
proficiency : Nativo
- language : Francés
proficiency : Nativo
- language : Darija
proficiency : Nativo
- language : Inglés
proficiency : Avanzado
courses :
2019-07-08 18:41:19 +02:00
- name : Fundamentos de Robótica
2019-07-01 20:25:42 +02:00
institution : Adams Formación
#experience:
#- company: Trinity College, Cambridge
# years:
# start: '1669'
# end: '1702'
# position: Lucasian Professor of Mathematics
# description: "Mainly mathematical sciences, but also the study of alchemy and biblical chronology. I generalized the binomial theorem to allow real exponents other than nonnegative integers. Also devised a method for finding successively better approximations to the roots (or zeroes) of a real-valued function, it's called ``Newton's method''"
2019-07-01 19:40:34 +02:00
---