The Reduced Directions Methods (Like Centres) Based on the External Distance Function for Nonlinear Extremal Problems-Reference-Cited by-同舟云学术

The Reduced Directions Methods (Like Centres) Based on the External Distance Function for Nonlinear Extremal Problems

Published:1998 Issue: Volume: Page:56-61
ISSN:0721-5924
Container-title:Operations Research Proceedings
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Author:

Izhutkin V. S.,Blinov A. V.

Publisher

Springer Berlin Heidelberg

Link

http://link.springer.com/content/pdf/10.1007/978-3-642-58891-4_8

Reference8 articles.

1. Izhutkin V.S., Kokurin M.Yu. The Reduced Directions Methods for Nonlinear Programming Problems. USSR Computitional Mathematics and Mathematical Physics, Vol. 28, N 6, P. 135–144, 1988.

2. Izhutkin V.S., Petropavlovskii M.V. Methods of “Reduced” Directions, based of Differentiable Penalty Function, for a Problem of Non-linear Programming. Russian Mathematics (Iz VUZ), Vol. 38, N 12, P. 48–56, 1994.

3. Izhutkin V.S., Petropavlovskii M.V., Blinov A.V. Methods of Centres and Barrier Functions with Using Reduced Direction for Nonlinear Programming Problem. Russian Mathematics (Iz VUZ), Vol. 40, N 12, P. 30–41, 1996.

4. Izhutkin V.S., Petropavlovskii M.V. Adduced Direction Method Based on Modified Lagrange Function for Problem of Nonlinear Programming. Russian Mathematics (Iz VUZ), Vol. 39, N 12, P. 30–39, 1995.

5. Izhutkin V.S., Kokurin M. Yu. The Reduced Directions Methods with Feasible Points for Nonlinear Programming Problems. USSR Computitional Mathematics and Mathematical Physics, Vol. 30, N 1, P. 159–169, 1990.

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