The determinant can be calculated recursively, and the inverse can be calculated from the determinant. Hopefully the matrix in question will have integer entries, as floating point entries may have rounding inaccuracies.
See Wikipedia for both the determinant and inverse of a matrix. Both pages have examples.
The inverse of a (square matrix) is relatively easy to find.
Start with your matrix and an identity matrix of the same size.
Use matrix line operations (multiplication/addition of lines to other lines) to convert your matrix to the identity matrix.
Every operation you perform on your matrix also perform on the identity matrix.
Once you have transformed your matrix to the identity matrix the identity matrix will have been transformed to the inverse of your matrix.
I have developed my own copy function for coping my own dynamic memory
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Hi Everybody,
I am doing some project in VB6 where I ahve to calculate the Determinant of the matrix. I have got a function MDETERM but not able to pass on the parameters of the matrix and get the...
I am having trouble making this recursive C function work for square matrices of size greater than 3 rows and columns.
#include<stdio.h>
#include<conio.h>
#include<math.h>
int M;
float...
Hey,
I'm having trouble overloading the ~ operator (the determinant of the matrix) in a case of 2x2 matrices. So i have a matrix class, with the constructor, overloading +, += and ~ operators. the...
This is the data of csv file
1 2 3
1 2 3
1 2 3
1 2 3
2 3
2 3
3
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I am currently learning how to create and manage the different types of VPNs and I have a question about LAN-to-LAN VPNs.
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