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Commit bf8c287a authored by orestis.malaspin's avatar orestis.malaspin
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Merge branch 'guillaum.pin-master-patch-72529' into 'master'

Update exercices/fourier_serie1.md

See merge request orestis.malaspin/math_tech_info!75
parents 1f6a4a0e 66ad09a3
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...@@ -216,7 +216,7 @@ Corrigé +.# ...@@ -216,7 +216,7 @@ Corrigé +.#
En utilisant la formule En utilisant la formule
$$ $$
f[n]=\sum_{k=0}^{N-1}\hat f[n]e^{2\pi ink/N}, f[n]=\sum_{k=0}^{N-1}\hat f[k]e^{2\pi ink/N},
$$ $$
on peut calculer la TFD de $\hat f=\{2, -1-i, 0, -1+i\}$ avec $N=4$. on peut calculer la TFD de $\hat f=\{2, -1-i, 0, -1+i\}$ avec $N=4$.
On obtient donc On obtient donc
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