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writing a function to classify a matrix(编写一个对矩阵进行分类的函数)

转载 作者:bug小助手 更新时间:2023-10-25 22:31:36 24 4
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I would like to write a function with one input represented as a numpy array. The function should classify the matrix as one of (i) one-to-one, (ii) onto, (iii) both (i.e. invertible), or (iv) neither. It should return the classification represented as a string (i.e. either "one-to-one", "onto", "invertible", or "neither").

我想编写一个函数,其中一个输入表示为NumPy数组。该函数应将矩阵分类为(I)一对一、(Ii)On、(Iii)两者(即可逆)或(Iv)两者都不是。它应该返回以字符串形式表示的分类(即“一对一”、“到”、“可逆”或“两者都不”)。


With this code, I am getting the error "your code did not classify the function correctly." May you please help

使用此代码时,我收到错误“您的代码没有正确地对函数进行分类”。你能帮帮我吗


def classifier(Matrix):
# Check if the matrix is square
if Matrix.shape[0] != Matrix.shape[1]:
return "neither" # Not square, cannot calculate determinant

# Calculate the determinant of the matrix
det = np.linalg.det(Matrix)

# Calculate the rank of the matrix
rank = np.linalg.matrix_rank(Matrix)

if det != 0:
# If the determinant is nonzero, it's invertible
return "invertible"
elif rank < Matrix.shape[1]:
# If the rank is less than the number of columns, it's neither one-to-one nor onto
return "neither"
else:
# If the rank equals the number of columns, check if it's onto
if rank == Matrix.shape[0]:
return "onto"
else:
return "one-to-one"

更多回答

What is your question?

你的问题是什么?

@Chris My function did not classify an onto matrix correctly. How can I fix it

@Chris我的函数没有正确地对On矩阵进行分类。我怎么才能修好它呢?

优秀答案推荐

Do you want to confirm whether the code written by you is correct or not:

您是否要确认您编写的代码是否正确:


import numpy as np
def classify_matrix(matrix):
# Calculate the rank
rank = np.linalg.matrix_rank(matrix)
# Number of rows and columns
num_rows, num_cols = matrix.shape
# Check matrix is square
is_square = num_rows == num_cols

if is_square:
if rank == num_rows:
return "invertible"
else:
return "neither"
else:
if rank == num_cols:
return "onto"
else:
return "one-to-one"

For example usage create numpy matrix:

例如,用法CREATE NAMPY MARKET:


matrix1 = np.array([[1, 2], [3, 4]])
matrix2 = np.array([[1, 2], [2, 4]])
matrix3 = np.array([[1, 2, 3], [4, 5, 6]])

Print the output function

打印输出函数


print(classify_matrix(matrix1))
# Output: "invertible"
print(classify_matrix(matrix2))
# Output: "one-to-one"
print(classify_matrix(matrix3))
# Output: "onto"

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