Gauss-Seidel Solver

Iterative Ax=b solver

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System

Tolerance

✓ Diag dominant✓ 12 iters

Solution x

(4.910714, 4.642857, 3.660714)

Iterations

0[0.0000, 0.0000, 0.0000]—

1[3.7500, 3.4375, 3.3594]3.8e+0

2[4.6094, 4.4922, 3.6230]1.1e+0

3[4.8730, 4.6240, 3.6560]2.6e-1

4[4.9060, 4.6405, 3.6601]3.3e-2

5[4.9101, 4.6426, 3.6606]4.1e-3

6[4.9106, 4.6428, 3.6607]5.1e-4

7[4.9107, 4.6429, 3.6607]6.4e-5

8[4.9107, 4.6429, 3.6607]8.0e-6

9[4.9107, 4.6429, 3.6607]1.0e-6

10[4.9107, 4.6429, 3.6607]1.3e-7

11[4.9107, 4.6429, 3.6607]1.6e-8

12[4.9107, 4.6429, 3.6607]2.0e-9

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About Gauss-Seidel Solver

A Gauss-Seidel iterative solver for linear systems. Uses updated values immediately within each iteration for faster convergence than Jacobi. Shows iteration-by-iteration solution progress. Checks diagonal dominance. Select from preset systems. All calculations are client-side.

Gauss-Seidel Solver Features

Iterative solve
Convergence
Diag dominance
Step display
Presets

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