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Download WebCab Portfolio for .NET 4.2

Download WebCab Portfolio for .NET
Author: WebCab Components
Support OS: Win95, Win98, WinME, WinNT 4.x, Windows2000, WinXP, Windows2003
File size: 2.56 Mb
Price: 179$
Languages: English
Release date: 2004-09-26
Published: 2005-10-27
Apply the Markowitz Theory and Capital Asset Pricing Model (CAPM) to analyze and construct the optimal portfolio with/without asset weight constraints with respect to Markowitz Theory by giving the risk, return or investors utility function; or with respect to CAPM by given the risk, return or Market Portfolio weighting. Also includes Performance Evaluation, extensive auxiliary classes/methods including equation solve and interpolation procedures, analysis of Efficient Frontier, Market Portfolio and CML.
 
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2005-10-27
Apply the Markowitz Theory and CAPM to construct the optimal portfolio with/without asset weight constraints with respect to the risk, return or investors utility function. Also Performance Eval, interpolation, analysis of Efficient Frontier and CML.
2005-10-27
Apply the Markowitz Theory and CAPM to construct the optimal portfolio with/without asset weight constraints with respect to the risk, return or investors utility function. Also Performance Eval, interpolation, analysis of Efficient Frontier and CML.
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Apply the Markowitz Theory and CAPM to construct the optimal portfolio with/without asset weight constraints with respect to the risk, return or investors utility function. Also Performance Eval, interpolation, analysis of Efficient Frontier and CML.
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Apply the Markowitz Theory and CAPM to construct the optimal portfolio with/without asset weight constraints with respect to the risk, return or investors utility function. Also Performance Eval, interpolation, analysis of Efficient Frontier and CML.
2006-10-25
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WebCab Portfolio for .NET 4.2 by WebCab Components
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.NET, COM and XML Web service implementation of Markowitz Theory and the CAPM to construct the optimal portfolio with/without asset weight constraints with respect to the risk, return or investors utility function.
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