An extension of comparative statics to a general class of optimal choice models
AbstractWe study properties of the solutions to a parametrized constrained optimization problem in Hilbert spaces. A special operator is studied which is of importance in economic theory; sufficient conditions are given for its existence, symmetry, and negative semidefiniteness. The techniques used are calculus on Hilbert spaces and functional analysis.
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Bibliographic InfoPaper provided by University Library of Munich, Germany in its series MPRA Paper with number 8092.
Date of creation: 1978
Date of revision:
Hilbert spaces; maximization; optimization; Slutsky-Hicks-Samuelson; semidefiniteness; symmetry; operators;
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