Lineare Gleichungssysteme von Christian Buth
(c) 2000 Christian Buth

Gau Elimination:
Gleichungssystem 1: n =  5    Fehler = 5.09e-16    Residuum = 0.00e+00
                    n = 10    Fehler = 1.68e-15    Residuum = 4.44e-16
                    n = 50    Fehler = 1.01e-12    Residuum = 7.16e-15
Gleichungssystem 2: n =  5    Fehler = 1.71e-15    Residuum = 2.05e-15
                    n = 10    Fehler = 5.47e-14    Residuum = 6.56e-14
                    n = 50    Fehler = 6.01e-02    Residuum = 7.22e-02
Gleichungssystem 3: n =  5    Fehler = 2.09e-11    Residuum = 0.00e+00
                    n = 10    Fehler = 1.73e-04    Residuum = 8.95e-16
                    n = 50    Fehler = 5.51e+02    Residuum = 1.11e-15

Householder Verfahren:
Gleichungssystem 1: n =  5    Fehler = 1.04e-15    Residuum = 1.44e-16
                    n = 10    Fehler = 5.90e-14    Residuum = 2.10e-15
                    n = 50    Fehler = 4.80e-12    Residuum = 2.78e-14
Gleichungssystem 2: n =  5    Fehler = 7.45e-16    Residuum = 3.70e-32
                    n = 10    Fehler = 8.79e-16    Residuum = 6.16e-33
                    n = 50    Fehler = 4.27e-15    Residuum = 0.00e+00
Gleichungssystem 3: n =  5    Fehler = 2.44e-11    Residuum = 0.00e+00
                    n = 10    Fehler = 2.41e-04    Residuum = 8.88e-16
                    n = 50    Fehler = 2.24e+02    Residuum = 1.79e-15
