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M3P2
Courses
Commits
a210e374
Commit
a210e374
authored
Jun 28, 2024
by
Claude Meny
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cheatsheet.fr.md
...etry-coordinates-4/30.riemann-geometry-4/cheatsheet.fr.md
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a210e374
---
title
:
'
Geometrie
riemannienne'
published
:
true
routable
:
true
visible
:
false
lessons
:
-
slug
:
towards-riemann-geometry-4
name
:
PARALLÈLE-4
:
Géométrie de Riemann, vers la relativité générale
order
:
3
-
slug
:
from-euclid-to-rieman-geometries-4
name
:
PARALLÈLE-4
:
Géométrie, de Euclide à Riemann
Order
:
3
---
$
`\newcommand{\dpt}[1]{\overset{\large\bullet}{#1}}`
$
$
`\newcommand{\ddpt}[1]{\overset{\large\bullet\bullet}{#1}}`
$
*Cours en construction*
,
**non validé**
.


<details>
<summary>
Etape 2 : Structuration
</summary>
1.
Appel à idées
2.
Structuration
3.
Ecriture : 1/3
4.
Ecriture : 2/3
5.
Ecriture : 3/3
6.
Relecture
7.
En test auprès d'étudiants
8.
Validé, encore incomplet
9.
Validé, base suffisante
10.
Validé, opérationnel
</details>
<!--MétaDonnée : ... -->
##### Randonnée Montagne : _physiciens, astrophysiciens_
---------------------------
*Variété et Géométrie de Riemann*
UNE GEOMETRIE DE RIEMANN
#### Pourquoi considérer la géométrie de Riemann ?
#### Quels sont les axiomes de la géométrie de Riemann ?
#### Quels sont les propriétés d'une variété riemannienne ?
\ No newline at end of file
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