 Jacobi bound problem

The Jacobi bound problem is a concept in numerical linear algebra that relates to the convergence and bounds of iterative methods for solving linear systems of equations, particularly those using the Jacobi method. The Jacobi method is an iterative algorithm used to find solutions to a system of linear equations expressed in the matrix form \( Ax = b \). In the context of the Jacobi method, the Jacobi bound refers to the conditions under which the iteration converges to the true solution of the system.