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The Portfolio Performance Monitoring model enables the ongoing monitoring and periodic valuation of a portfolio of financial investments. Amount and timing of investment and divestment transactions are taken into account in performance calculations.

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.

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.

The Portfolio Performance Monitoring model enables the ongoing monitoring and periodic valuation of a portfolio of financial investments. Amount and timing of investment and divestment transactions are taken into account in performance calculations.

Without wastage of time & energy, easily convert Outlook folder to PDF portfolio with in a minimum time period using Outlook to PDF Export Tool. The software helps to Convert Outlook Folder to PDF Portfolio with all the attachments & other details.

MOOS Project Viewer is a Microsoft Project viewer that can open any MS Project file type (.mpp, .mpt, .mpx, .xml) for any Microsoft Project version (2000, 2003, 2007 and 2010). Available views: WBS, Gantt chart, task sheet, resource sheet, calendars

MOOS Project Viewer is a Microsoft Project viewer that can open any MS Project file type (.mpp, .mpt, .mpx, .xml) for any Microsoft Project version (2000, 2003, 2007 and 2010). Available views: WBS, Gantt chart, task sheet, resource sheet, calendars

The Portfolio Optimization model calculates the optimal capital weightings for a basket of financial investments that gives the highest return for the least risk. Results display action required and probability analysis through Monte Carlo simulation

3-in-1: Delphi, 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. Incl. Perform Eval.