TAZ-TFG-2018-2397


Modelos, axiomática y geometría del plano hiperbólico

Aleksieva Georgieva, Yuliya
Cogolludo Agustín, José Ignacio (dir.)

Universidad de Zaragoza, CIEN, 2018
Departamento de Matemáticas, Área de Geometría y Topología

Graduado en Matemáticas

Resumen: First of all, we need to understand why there are other geometries such as Hyperbolic geometry besides the intuitive Euclidean geometry. Who discovered this geometry? Lobachevski, a young scientist who decided to leave the medical career to devote himself completely to the study of a geometry that he called “imaginary geometry”, is a founder of this geometry. He made progress not only in mathematics but also in physics, such as Einstein’s theory of relativity. How did Lobachevski come up with this geometry? Before giving an answer to this question, let’s see what an axiomatic system is.

Tipo de Trabajo Académico: Trabajo Fin de Grado

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El registro pertenece a las siguientes colecciones:
Trabajos académicos > Trabajos Académicos por Centro > Facultad de Ciencias
Trabajos académicos > Trabajos fin de grado



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