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Brief description of list of numerical posts-linear-14a

14a-Solution of linear systems by LU-partial pivoting-2/2

Solution of linear systems / By Maged kamel

linear systems by LU-partial pivoting-2/2. We will estimate the inverse of matrix A to get the values of the three unkowns.

14-Solution of linear systems by LU-partial pivoting-1/2.

Solution of linear systems / By Maged kamel

This is the first part of the solution of linear systems by LU-partial pivoting. We want to find the value of the three unknowns by using Lu-partial pivot

Brief description of list of numerical posts-linear-13

13-How to get x1,x2,x3-using Gaussian-partial pivoting?

Solution of linear systems / By Maged kamel

In this post, we have a discussion, new solved problem for which our concern is
How to get x1,x2,x3-using Gaussian-partial pivot?. we have a partial pivot at due to zero value of a11.

Brief description of post 12-linear systems.

12- Solved example for LU decomposition-partial pivoting.

Solution of linear systems / By Maged kamel

In this post, there is a Solved Example for LU decomposition-partial pivoting. A step-by-step guide to find the values of L and U matrices and perform the final check.

Brief description of post 11a-Permutation matrix-part 2.

11a- Easy approach to permutation matrix-part 2.

Solution of linear systems / By Maged kamel

In the Permutation matrix-part 2, we continue the discussion about the various types of Permutation matrices.

Brief description of post 11-Permutation matrix.

11- Easy introduction to permutation matrix.

Solution of linear systems / By Maged kamel

The post includes an introduction to the permutation matrix for both 2×2 and 3×3 matrices. How to change the arrangement of rows and columns for matrices?

Brief content of Numerical analysis post 10-linear.

10-Solved problems for 3×3 matrix by Crout’s LU-option 1.

Solution of linear systems / By Maged kamel

The post includes the illustration of two solved problems for 3×3 matrix by Crout’s LU decomposition. Option 1 is used for which matrix is converted to a lower matrix.