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An interior point method for nonlinear programming

Zeitschrift für Operations Research, 1979
In this paper an interior point method is presented for nonlinear programming problems with inequality constraints. On defining a modified distance function the original problem is solved sequentially by using a method of feasible directions. At each iteration a usable feasible direction can be determined explicitly. Under certain assumptions it can be
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Interior Point Methods

1995
In this chapter we will describe the methods that start with a point in the interior of the feasible region and continue through the interior towards the boundary solution. The study of these methods was started by the work of Karmarkar, and has been an area of intense international activity during the past decade.
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A Gravitational Interior Point Method for LP

OPSEARCH, 2005
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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A Quantum Interior Point Method for LPs and SDPs

ACM Transactions on Quantum Computing, 2020
Anupam Prakash, Iordanis Kerenidis
exaly  

Interior-point methods

In this paper we discuss the main concepts of structural optimization, a field of nonlinear programming, which was formed by the intensive development of modern interior-point schemes..
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Interior-point methods

2001
Tamaás Terlaky, Paul T. Boggs
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Interior Point Methods 25 Years Later

European Journal of Operational Research, 2012
Jacek Gondzio
exaly  

Interior Point Methods for Nonlinear Optimization

Lecture Notes in Mathematics, 2010
Imre Pólik, Tamás Terlaky
exaly  

An Interior Point Method for Nonlinear Programming With Infeasibility Detection Capabilities

Optimization Methods and Software, 2014
Jorge Nocedal, Richard Alan Waltz
exaly  

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