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Mario Chirinos Colunga
tap1012
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bf65b02c
Commit
bf65b02c
authored
Feb 28, 2019
by
Aldo Eduardo Niebla Cruz
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Ejercicios Pandas
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67f02298
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05-NumPy&Pandas.ipynb
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05-NumPy&Pandas.ipynb
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bf65b02c
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@@ -1211,18 +1211,16 @@
" A = np.array(A, dtype=np.float64)\n",
" n = len(A)\n",
" Inver = np.eye(n, dtype=np.float64)\n",
" #
Factorizacion L por eliminación de Gauss
\n",
" #
Método L por eliminación de Gauss, p es el pivote
\n",
" for p in range(n-1):\n",
" if A[p,p] == 0: #Verifica que el pivote no sea cero\n",
" print ()\n",
" sys.exit('La matriz es singular, por lo tanto NO INVERTIBLE')\n",
" A[p,:], Inver[p,:] = A[p,:] / A[p,p], Inver[p,:] / A[p,p]\n",
" for k in range(p+1,n):\n",
" A[k,:], Inver[k,:] = A[p,:] * A[k,p] - A[k,:], Inver[p,:] * A[k,p] - Inver[k,:]\n",
" #
factorizacion
U por eliminación de Gauss\n",
" #
Método
U por eliminación de Gauss\n",
" for p in reversed(range(1,n)):\n",
" if A[p,p] == 0: #Verifica que el pivote no sea cero\n",
" print ()\n",
" sys.exit('La matriz es singular, por lo tanto NO INVERTIBLE')\n",
" A[p,:], Inver[p,:] = A[p,:] / A[p,p], Inver[p,:] / A[p,p]\n",
" for k in reversed(range(p)):\n",
...
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