state the condition for convergence of guass seidal
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The Gauss-Seidel method converges if the number of roots inside the unit circle is equal to the order of the iteration matrix.
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the standard convergence condition (for any iterative method) is when the spectral radius of the iteration matric is less than 1...2. the method ii guaranteed to converge if the matrix A is strictly or irreducibly diagonally Dominant
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