Augmented Lagrangian duality for MIQP is exact with finite norm penalties and polynomially bounded weights.
Paulson and Edward A
3 Pith papers cite this work. Polarity classification is still indexing.
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A hybrid iterative-sequential method identifies linear DAE systems from errors-in-variables data by partial lagged-data stacking and iterative diagonal error-covariance estimation.
Develops Bishop-style constructive apparatus for geometric sets, integration, extremum theorems, selectors, differential inclusions, Markov chains, and densities in systems and control.
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Exact Augmented Lagrangian Duality for Mixed Integer Quadratic Programming
Augmented Lagrangian duality for MIQP is exact with finite norm penalties and polynomially bounded weights.