Jacobi method

The Jacobi method is a technique used to solve systems of linear equations, which are equations involving multiple variables. It works by repeatedly estimating the values of these variables based on the values from the previous iteration. Each variable is updated using the most recent values of the others, allowing for convergence toward the solution. This method is especially useful for large systems or when traditional methods are too complex. The process continues until the estimates stabilize, indicating that the solution has been found. It's valued for its simplicity and ease of implementation, especially in computational tasks.