The Contruction of Portfolios of Financial Assets: An Application of Optimal Stochastic Control
The notions of financial engineering have their roots in disciplines that have long been part of the subject matter studied by control theorists. In particular, many of the main results in financial economics are direct applications of the use of random variables, stochastic differential and differe...
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Published in | The Control Handbook pp. 737 - 758 |
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Format | Book Chapter |
Language | English |
Published |
United Kingdom
CRC Press
2011
Taylor & Francis Group |
Subjects | |
Online Access | Get full text |
ISBN | 9781420073607 1420073605 |
DOI | 10.1201/b10382-42 |
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Abstract | The notions of financial engineering have their roots in disciplines that have long been part of the subject
matter studied by control theorists. In particular, many of the main results in financial economics are
direct applications of the use of random variables, stochastic differential and difference equations and
discrete-and continuous-time stochastic control theory. Yet these results have been developed almost
completely separately from the developments in the controls field with very few researchers publishing
in both areas. |
---|---|
AbstractList | The notions of financial engineering have their roots in disciplines that have long been part of the subject
matter studied by control theorists. In particular, many of the main results in financial economics are
direct applications of the use of random variables, stochastic differential and difference equations and
discrete-and continuous-time stochastic control theory. Yet these results have been developed almost
completely separately from the developments in the controls field with very few researchers publishing
in both areas. |
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Keywords | Log Price Process Tangent Portfolio Portfolio Weight Vector Risk Free Rate Ito’s Lemma Sharpe Ratio Optimal Portfolio Pair Trading Stochastic Differential Equation Market Portfolio Risk Free Asset Linear Quadratic Regulator Problem Problem P0 Stochastic Optimal Control Continuous Time Model Growth Optimal Portfolio Risky Asset Portfolio Weight Continuous Time Portfolio Optimization Asset Log Prices Risk Free Bond Asset Returns Efficient Frontier Portfolio Return Resulting Capital Asset Pricing Model |
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matter studied by control theorists. In... |
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SubjectTerms | Electronics engineering ENVIRONMENTAL ENGINEERING & TECHNOLOGY SCIENCE: GENERAL ISSUES |
Title | The Contruction of Portfolios of Financial Assets: An Application of Optimal Stochastic Control |
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