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pdf-file, 2.03 Mbyte - Torsten Schütze

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Literaturverzeichnis<br />

[ABF86] M. Al-Baali and R. Fletcher. An efficient line search for nonlinear least squares. J.<br />

Optim. Theory Appl., 48(3):359–377, 1986.<br />

[ADLM90] E. Arge, M. Dæhlen, T. Lyche, and K. Mørken. Constrained spline approximation of<br />

functions and data based on constrained knot removal. In J. C. Mason and M. G. Cox,<br />

editors, Algorithms for Approximation II, pages 4–20. Chapman and Hall, 1990.<br />

[AE87] L. E. Andersson and T. Elfving. An algorithm for constrained interpolation. SIAM J.<br />

Sci. Statist. Comp., 8(6):1012–1025, 1987.<br />

[AE91] L. E. Andersson and T. Elfving. Interpolation and approximation by monotone cubic<br />

splines. J. Approx. Theory, 66:302–333, 1991.<br />

[AE95] L. E. Andersson and T. Elfving. Best constrained approximation in Hilbert space and<br />

interpolation by cubic splines subject to obstacles. SIAM J. Sci. Comput., 16(5):1209–<br />

1232, 1995.<br />

[Bai94] M. J. Baines. Algorithms for optimal discontinuous piecewise linear and constant L2<br />

fits to continuous functions with adjustable nodes in one and two dimensions. Math.<br />

Comput., 62(206):645–669, 1994.<br />

[Bjö87] Å. Björck. Stability analysis of the method of seminormal equations for linear least<br />

squares problems. Linear Algebra Appl., 88/89:31–48, 1987.<br />

[Bjö96] Å. Björck. Numerical methods for least squares problems. SIAM, Philadelphia, 1996.<br />

[Boc87] H. G. Bock. Randwertproblemmethoden zur Parameteridentifizierung in Systemen<br />

nichtlinearer Differentialgleichungen (Habilitationsschrift). Bonner Mathematische<br />

Schriften Nr.183, Universität Bonn, 1987.<br />

[Bre90] K. Brenner. Bivariate Quadratmittelapproximation mittels glättender Tensorprodukt-<br />

B-Splines. Diplomarbeit, Martin-Luther-Universität Halle/Wittenberg, 1990.<br />

[BS78] D. L. Barrow and P. W. Smith. Asymptotic properties of best L2[0, 1] approximation<br />

by splines with variable knots. Quart. Appl. Math., 36:293–304, 1978.<br />

[CF85] R. E. Carlson and F. N. Fritsch. Monotone piecewise bicubic interpolation. SIAM J.<br />

Numer. Anal., 22(2):386–400, 1985.<br />

[CJ87] M. G. Cox and H. Jones. Shape-preserving spline approximation in the l1 norm. In<br />

J. C. Mason and M. G. Cox, editors, Algorithms for approximation, pages 115–129.<br />

Clarendon Press, Oxford, 1987.<br />

[Cor81] C. Corradi. A note on the solution of separable nonlinear least squares problems with<br />

separable nonlinear equality constraints. SIAM J. Numer. Anal., 18:1134–1138, 1981.<br />

[Cox81] M. G. Cox. The least squares solution of overdetermined linear equations having band<br />

or augmented band structure. IMA J. Numer. Anal., 1:3–22, 1981.<br />

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