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Further study on augmented Lagrangian duality theory
X. X. Huang
,
Xiaoqi Yang
The Hong Kong Polytechnic University
Department of Applied Mathematics
Research output
:
Journal article publication
›
Journal article
›
Academic research
›
peer-review
29
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Citations (Scopus)
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Dive into the research topics of 'Further study on augmented Lagrangian duality theory'. Together they form a unique fingerprint.
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Keyphrases
Lagrange Duality
100%
Lagrangian Duality Theory
100%
Augmented Lagrangian Duality
100%
Constrained Optimization Problem
66%
Augmented Lagrangian Method
66%
Equality Constraints
66%
Generalized Augmented Lagrangians
66%
Inequality Constraints
33%
Optimization Problem
33%
First-order
33%
Nonlinear Lagrangian
33%
Second-order Sufficient Conditions
33%
Second-order Optimality Conditions
33%
Lower Semicontinuity
33%
Perturbation Functions
33%
Zero Duality Gap Property
33%
Mathematical Program
33%
Zero Duality Gap
33%
Primal Optimization
33%
Mathematics
Lagrangian
100%
Lagrangian Dual Problem
100%
Duality Theory
100%
Duality Gap
66%
Constrained Optimization Problem
66%
Equality Constraint
66%
Necessary and Sufficient Condition
33%
Necessary Condition
33%
Mathematical Program
33%
Gap Property
33%
Lower Semicontinuity
33%
Necessary Optimality Conditions
33%
Inequality Constraint
33%
Engineering
Constrained Optimization Problem
100%
Equality Constraint
100%
Optimisation Problem
50%
Inequality Constraint
50%
Optimality
50%
Sufficient Condition
50%
Chemical Engineering
Constrained Optimization
100%