A Modified Step-Length Algorithm in Nonlinear Programming
Nada I. Žuranović-Miličić (2000)
The Yugoslav Journal of Operations Research
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Displaying similar documents to “Modifications of the continuation method for the solution of systems of nonlinear equations.”
A Modified Step-Length Algorithm in Nonlinear Programming
A projected Hessian Gauss-Newton algorithm for solving systems of nonlinear equations and inequalities.
El-Alem, Mahmoud M., Abdel-Aziz, Mohammedi R., El-Bakry, Amr S. (2001)
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Algorithms. 47. ALPHA CHISQ. An algorithm for the chi-square test without application of critial values
Zdeněk Režný, Josef Jirkovský (1983)
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Algorithm 90. A procedure realizing a second order one-step method solving a system of ordinary differential equations
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Algorithm 89. A procedure realizing a fourth order one-step method for solving a system of ordinary differential equations of the form y''=f(x,y,y')
M. Szyszkowicz (1983)
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Algorithm 87. A procedure realizing a fourth order one-step method for solving a system of ordinary differential equations
M. Szyszkowicz (1983)
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Variations on the Gram-Schmidt and the Huang algorithms for linear systems: A numerical study
Emilio Spedicato, Maria Teresa Vespucci (1993)
Applications of Mathematics
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In this paper we compare the numerical performance on a set of ill conditioned problems of several algorithms for linear systems based upon the explicit QR factorization and the implicit LQ factorization associated with the Huang and the modified Huang algorithms in the ABS class. The results indicate that the modified Huang algorithm is generally more accurate than the Huang algorithm and competitive with commercial codes based upon the QR factorization with Householder of Givens reflections....
Algorithm 38. Calculation of all marginal means from an n-way table
Anna Bartkowiak (1975)
Applicationes Mathematicae
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