Explain modern quantitative methodology-portfolio selection
Explain modern quantitative methodology for portfolio selection.
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In 1952 Markowitz Harry Markowitz was the first who propose a modern quantitative methodology for portfolio selection. It needed knowledge of assets’ volatilities and the correlation among assets. The concept was extremely elegant, resulting in novel ideas such as ‘efficiency’ and ‘market portfolios.’ In this concept Modern Portfolio Theory, Markowitz illustrated that combinations of assets could have good properties than any single assets.
Explain the working of breakthrough in low-discrepancy sequences used for option valuation.
You have decided to invest 30 percent in X; 30 percent in Y; and 40 percent in Z. Theprobability of the state of the economy is Boom 25%; Normal 60%; and, Bust 15%. The rateof return for stock X is Boom .20; Normal .15; and, Bust .00. The rate of return for stock Y is
You have been given the following information on two corporations; you are to assume that thesecurities are correctly priced. My Corp, Inc. has a Beta of 1.25 and an Expected Return of .145;Your Corp, Inc. has a Beta of .75 and an Expected Return of .095. Based on the
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Suppose we calculate g as ROE (1–p)/(1–ROE (1–p)) and the Ke by the CAPM. We replace both values into the formula PER = (ROE (1+g) – g)/ROE (Ke-g) but there PER we obtain is fully different from the one we get by dividing the quotation of the s
What is the importance and the utility of the given formula: Ke = DIV(1+g)/P + g?
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