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ON PENALTY AND MULTIPLIER METHODS FOR CONSTRAINED MINIMIZATION.
Dimitri P. Bertsekas
Research output
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Contribution to journal
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Article
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peer-review
81
Scopus citations
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Dive into the research topics of 'ON PENALTY AND MULTIPLIER METHODS FOR CONSTRAINED MINIMIZATION.'. Together they form a unique fingerprint.
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Mathematics
Multiplier Method
100%
Constrained Minimization
92%
Penalty Method
87%
Penalty Function Method
70%
Convergence Results
68%
Quadratic Function
51%
Nonconvex Programming
36%
Unconstrained Minimization
32%
Augmented Lagrangian
31%
Hessian matrix
31%
Nonconvex Optimization
30%
Nonconvex Problems
29%
Local Convergence
27%
Bounded Set
26%
Nonlinear Programming
26%
Differentiability
24%
Duality
20%
Rate of Convergence
19%
Gradient
19%
Optimization Problem
18%
Class
15%
Framework
14%
Arbitrary
13%
Engineering & Materials Science
Nonlinear programming
41%
Set theory
24%