In this working paper we go on with the study of a mapping in Rn associated to a quadratic optimization problem with one equality linear constraint. After showing some general properties related to homogeneity and the inverse mapping, we present some results regarding how the mapping behaves with norms of vectors. Then some aspects related either to invariant points or invariant subspaces are investigated.

A mapping associated to a quadratic optimization problem with linear constraints

PERETTI, Alberto
2014-01-01

Abstract

In this working paper we go on with the study of a mapping in Rn associated to a quadratic optimization problem with one equality linear constraint. After showing some general properties related to homogeneity and the inverse mapping, we present some results regarding how the mapping behaves with norms of vectors. Then some aspects related either to invariant points or invariant subspaces are investigated.
2014
Constrained optimization; quadratic programming; linear mappings
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11562/858967
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