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PORTFOLIO SELECTION THEORY WITH STRICTLY POSITIVE SUPPLY OF RISKLESS ASSET

PORTFOLIO SELECTION THEORY WITH STRICTLY POSITIVE SUPPLY OF RISKLESS ASSET
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摘要 This paper considers the portfolio selection theory with strictly positive supply of riskless asset. The portfolio selection problem is described as a quadratic program, then this problem is solved by the Kuhn-Tucker condition and the method of artificial variable. This paper considers the portfolio selection theory with strictly positive supply of riskless asset. The portfolio selection problem is described as a quadratic program, then this problem is solved by the Kuhn-Tucker condition and the method of artificial variable.
出处 《Systems Science and Mathematical Sciences》 SCIE EI CSCD 2000年第4期344-357,共14页
基金 a project of Financial Mathematics, Financial Engineering and FinancialManagement, which is one of "Ninth Five-Year Plan" Majo
关键词 PORTFOLIO selection STRICTLY POSITIVE supply of riskless ASSET PORTFOLIO FRONTIER Kuhn-Tucker CONDITION method of artificial variable. Portfolio selection, strictly positive supply of riskless asset, portfolio frontier, Kuhn-Tucker condition, method of artificial variable.
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