Please use this identifier to cite or link to this item: http://hdl.handle.net/10071/5604
Author(s): Ferreira, Manuel Alberto M.
Andrade, Marina
Matos, Maria Cristina Peixoto
Filipe, José António
Coelho, Manuel Pacheco
Date: Jun-2012
Title: Kuhn-Tucker’s theorem: The fundamental result in convex programming applied to finance and economic sciences
Volume: 2
Number: 2
Pages: 111-116
Reference: Ferreira, M. A. M., Andrade, M., Matos, M., Filipe, J., & Coelho, M. (2012). Kuhn-Tucker’s theorem: The fundamental result in convex programming applied to finance and economic sciences. International Journal of Latest Trends in Finance & Economic Sciences, 2(2), 111-116. http://ojs.excelingtech.co.uk/
ISSN: 2047‐0916
Keywords: Convex programming
Kuhn-Tucker’s Theorem
Otimização -- Optimization
Abstract: The optimization problems are not so important now in the field of production. But in the minimization risk problems, in profits maximization problems, in Marketing Research, in Finance, they are completely actual. An important example is the problem of minimizing portfolio risk, demanding a certain mean return. The main mathematical tool to solve these problems is the convex programming and the main result is the Kuhn-Tucker Theorem. In this work that result mathematical fundaments, in the context of real Hilbert spaces, are presented.
Peerreviewed: Sim
Access type: Open Access
Appears in Collections:DM-RI - Artigos em revistas científicas internacionais com arbitragem científica

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