Gauss Seidel Method C Program

By | July 7, 2017

Let’s understand the Gauss-seidel method in numerical analysis and learn how to implement Gauss Seidel method in C programming with an explanation, output, advantages, disadvantages and much more.

What is Gauss Seidel Method?

The Gauss Seidel method is an iterative process to solve a square system of multiple linear equations. It also is popularly known as Liebmann method.

In an iterative method in numerical analysis, every solution attempt is started with an approximate solution of an equation and iteration is performed until the desired accuracy is obtained.

In Gauss-Seidel method, the most recent values are used in successive iterations. The Gauss-Seidel Method allows the user to control round-off error.

The Gauss Seidel method is very similar to Jacobi method and is called as the method of successive displacement.

The Gauss Seidel convergence criteria depend upon the following two properties:

  1. The matrix is diagonally dominant.
  2. The matrix is symmetrical and positive – definite.

Gauss Seidel Method Algorithm


  • Faster iteration process.
  • Simple and easy to implement.
  • Low on memory requirements.


  • Slower rate of convergence.
  • Requires a large number of iterations to reach the convergence point.

Note: This Gauss Seidel method C Program is compiled with GNU GCC compiler using CodeLite IDE on Microsoft Windows 10 operating system.

Method 1: Implement Gauss Seidel Method in C Programming


Gauss Seidel Method in C Programming with Algorithm, Formula and Output

Method 2: C Program For Gauss Seidel Iterative Method



C Program For Gauss Seidel Method with Algorithm

If you have any doubts about the implementation of Gauss Seidel method in C programming, let us know about it in the comment section. Find more about it on Wikipedia.

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3 thoughts on “Gauss Seidel Method C Program

  1. Sikandar Khan

    This is too good. Thanks for all the numerical methods c codes.


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