Syed Abeed

Syed Abeed

26 Articles Published

Articles by Syed Abeed

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numpy.tril Method in Python

Syed Abeed
Syed Abeed
Updated on 11-Feb-2022 373 Views

We can use the numpy.tril() method to get the lower triangle of an array. Its syntax is as followsSyntaxnumpy.tril(m, k=0)where, m - number of rows in the array.k - It is the diagonal. Use k=0 for the main diagonal. k < 0 is below the main diagonal and k > 0 is above it.It returns a copy of the array after replacing all the elements above the k thdiagonal with zero.Example 1Let us consider the following example −# import numpy library import numpy as np # create an input matrix x = np.matrix([[20, 21, 22], [44 ,45, 46], [78, ...

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numpy.tri Method in Python

Syed Abeed
Syed Abeed
Updated on 11-Feb-2022 441 Views

The numpy.tri method can be used to get an array of 1's at and below a given diagonal and 0's elsewhere.Syntaxnumpy.tri(N, M=None, k=0, dtype=)Parametersnumpy.tri accepts the following parameters −N - It defines the number of the rows in an array.M - It defines the number of columns in an array. By default, it is None.k - Use k = 0, for the main diagonal, while k < 0 is below it and k > 0 is above it.dtype - It is data type of the returned array. By default, it is float.Example 1Let us consider the following example −# import ...

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Python – scipy.linalg.norm

Syed Abeed
Syed Abeed
Updated on 22-Dec-2021 655 Views

The norm() function of the scipy.linalg package is used to return one of eight different matrix norms or one of an infinite number of vector norms.Syntaxscipy.linalg.norm(x)Where x is an input array or a square matrix.Example 1Let us consider the following example −# Importing the required libraries from scipy from scipy import linalg import numpy as np # Define the input array x = np.array([7 , 4]) print("Input array:", x) # Calculate the L2 norm r = linalg.norm(x) # Calculate the L1 norm s = linalg.norm(x, 3) # Display the norm values print("Norm Value of r :", ...

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Python – scipy.linalg.inv

Syed Abeed
Syed Abeed
Updated on 22-Dec-2021 457 Views

The scipy.linalg package contains a of different functionalities that are used for Linear Algebra. One of them is the inv() function, which is used to find the inverse of a square matrix.Syntaxscipy.linalg.inv(x)Where x is a square matrix.Example 1Let us consider the following example −# Import the required libraries from scipy import linalg import numpy as np # defines the array a = np.array([[5, 3], [6, 4]]) print("Input matrix :", a) # Finding the inverse of a square matrix x = linalg.inv(a) print(" Inverse of Square Matrix A :", x)OutputThe above program will generate the following output −Input matrix ...

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Python – scipy.linalg.det

Syed Abeed
Syed Abeed
Updated on 22-Dec-2021 376 Views

The scipy.linalg package contains a set of different functionalities that are used for Linear Algebra. One of them is the det() function. This function is used to find the determinant of a two-dimensional matrix.Syntaxscipy.linalg.det(x)Where x is a square matrix.Example 1Let us consider the following example −# Importing the required libraries from scipy import linalg import numpy as np # Initialize the matrix A A = np.array([[8, 5], [3, 4]]) print("Input Matrix :", A) # Find the determinant of matrix X x = linalg.det(A) print("Determinant Value of A:", x)OutputIt will generate the following output −Input Matrix : [[8 5] ...

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Python – scipy.special.logsumexp

Syed Abeed
Syed Abeed
Updated on 22-Dec-2021 2K+ Views

The scipy.special package contains a set of different functionalities that are used for mathematical physics. One of them is the logsumexp() function. This function is used to compute the log of the sum of exponentials of input elements. Let us take a couple of examples and see how to use this function.Syntaxscipy.special.logsumexp(x)where, x is the input value.Example 1Let us consider the following example −# Import logsumexp from scipy.special from scipy.special import logsumexp import numpy as np # Input array a = np.arange(10) print("Input Array:", a) # logsum() function res = logsumexp(a) print("logsumexp of a:", res)OutputIt will produce the ...

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