Interior Point Methods-Reference-Cited by-同舟云学术

Interior Point Methods

Published:2017 Issue: Volume: Page:343-380
ISSN:1931-6828
Container-title:Continuous Nonlinear Optimization for Engineering Applications in GAMS Technology
language:
Short-container-title:

Author:

Andrei Neculai

Publisher

Springer International Publishing

Link

http://link.springer.com/content/pdf/10.1007/978-3-319-58356-3_17

Reference55 articles.

1. Andrei, N. (1996a). Computational experience with a modified penalty-barrier method for large-scale nonlinear constrained optimization. (Working Paper No. AMOL-96-1, Research Institute for Informatics-ICI, Bucharest, February 6, 1996).

2. Andrei, N. (1996b). Computational experience with a modified penalty-barrier method for large-scale nonlinear, equality and inequality constrained optimization. (Technical Paper No. AMOL-96-2, Research Institute for Informatics-ICI, Bucharest, February 12, 1996).

3. Andrei, N. (1996c). Computational experience with “SPENBAR” a sparse variant of a modified penalty-barrier method for large-scale nonlinear, equality and inequality, constrained optimization. (Working Paper No. AMOL-96-3, Research Institute for Informatics-ICI, Bucharest, March 10, 1996).

4. Andrei, N. (1996d). Computational experience with “SPENBAR” a sparse variant of a modified penalty-barrier method for large-scale nonlinear, equality and inequality, constrained optimization. (Technical Paper No. AMOL-96-4, Research Institute for Informatics-ICI, Bucharest, March 11, 1996).

5. Andrei, N. (1996e). Numerical examples with “SPENBAR”for large-scale nonlinear, equality and inequality, constrained optimization with zero columns in Jacobian matrices. (Technical Paper No. AMOL-96-5, Research Institute for Informatics-ICI, Bucharest, March 29, 1996).