Complete the code to import the LU decomposition function from scipy.
from scipy.linalg import [1]
The lu function from scipy.linalg performs LU decomposition.
Complete the code to perform LU decomposition on matrix A.
P, L, U = [1](A)svd or eig instead of lu.lu without arguments.The lu function returns the permutation matrix P, lower triangular matrix L, and upper triangular matrix U.
Fix the error in the code to correctly get the lower triangular matrix L from LU decomposition.
_, [1], _ = lu(A)U or P to the variable for L.The second returned value from lu is the lower triangular matrix L.
Fill both blanks to create a dictionary comprehension that maps each row index to the sum of the corresponding row in matrix U.
row_sums = {i: [1] for i in range(U.shape[0]) if [2] > 0}U[i] as a key.The comprehension sums each row U[i] and uses the row index i as the key.
Fill all three blanks to create a dictionary comprehension that maps each column index to the maximum value in that column of matrix L, but only if the max is greater than 0.
col_max = {j: max(L[:, [1]]) for j in range(L.shape[[2]]) if max(L[:, j]) [3] 0}The comprehension iterates over columns j, gets the max of column j in L, and includes it if the max is greater than 0.