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Geometría No Euclidiana

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Geometría curvada y paralelismo

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Mexico

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Geometría No Euclidiana
 

Geometría No EuclidianaOnline version

Geometría curvada y paralelismo

by Arcenio Valencia
1

¿Qué caracteriza a la geometría no euclidiana?

2

En geometría elíptica, dos rectas paralelas no existen. ¿Qué tipo de espacio describe?

3

¿Qué resulta del axioma de la paralela en geometría hiperbólica?

4

En un modelo de geometría hiperbólica, ¿cuál es una propiedad de las rectas paralelas a una dada?

5

¿Qué describe mejor el modelo de Riemann para geometría no euclidiana?

6

En la geometría elíptica, ¿qué sucede con las “curvas geodésicas” en una esfera?

7

¿Qué implica la “paralelidad” en geometría no euclidiana hiperbólica?

8

¿Qué afirmación describe la geometría de Lobachevski?

9

En un espacio con curvatura positiva, ¿qué ocurre con las sumas de los ángulos de un triángulo?

10

¿Qué papel juegan los axiomas en geometría no euclidiana?

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