Coimbatore during March 2014. The aim of the study is to construct an optimum equity portfolio with stocks that form a part of the S&P BSE SENSEX (S&P Bombay Stock Exchange Sensitive Index)‚ using Sharpe’s Single Index model. Daily close price of all the 30 securities of BSE Sensex for the period of 1 year from January 2013 to December 2013 is taken for analysis. In this model the securities ’ inclusion in the portfolio is directly related to its excess return-to-beta ratio. Then they are ranked
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PORTFOLIO CONSTRUCTION USING SHARPE METHOD A PROJECT REPORT Table of Contents Executive Summary 3 Introduction 4 The traditional Approach 4 The Modern Approach 4 Need for Study 5 Objective 5 Limitations 5 Literature Review 6 Research Methodology 8 Analysis and Interpretation 10 Findings 13 Recommendations 13 Conclusions 13 Bibliography 14 Executive Summary An equity portfolio consists of two or more securities. Individual securities have risk and return characteristics
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Portfolio management Portfolio management is the professional management of various securities (shares‚ bonds and other securities) and assets (e.g.‚ real estate) in order to meet specified investment goals for the benefit of the investors. Investors may be institutions (insurance companies‚ pension funds‚ corporations‚ charities‚ educational establishments etc.) or private investors (both directly via investment contracts and more commonly via collective investment schemes e.g. mutual funds or exchange-traded
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Risks and rewards of investing in the stock market • How to diversify • How to buy and sell stocks Implement the plan by constructing the portfolio • Different approaches for making the best stock selections – and when to buy or sell them • How to obtain information and analysis about companies and industries • How to read and interpret corporate financial and non-financial information Track the progress of the stocks • How to track the progress of your stocks • How to stay informed about any
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A PROJECT REPORT ON EQUITIES AND PORTFOLIO MANAGEMENT Submitted in the partial fulfillment for the award of the degree of MASTER OF BUSINESS ADMINISTRATION BY A.INDU ROLL NO: 0640-60-121 Under the guidance of Mr.Mahender [pic] BHAVAN’S VIVEKANANDA COLLEGE Sainikpuri‚ Secunderabad (AFFILAITED TO OSMANIA UNIVERSITY) 2006-2008 DECLARATION I hereby declare that this Project Report titled EQUITIES AND PORTFOLIO MANAGEMENT submitted by me to the Department of Business
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Assignment No 6 Diversification in Stock Portfolios Introduction Diversification is one of the key components of a successful investment portfolio. Almost all experts advise the avoidance of concentrating all of your investments in one type. However‚ many investors forget about diversification once they see a financially attractive stock and concentrate all of their assets in it. Other investors make a similar mistake and being influenced by their
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Literature Review on Bangladesh Stock Market Literature Review: 1 Before the decade of eighty much of the stock market literature viewed the present value of dividends to be the principal determinant of market return of stocks. LeRoy and Porter (1981) and Shiller (1981) found that under the assumption of constant discount factor stock prices were too volatile to be consistent with movement in future dividends. The decomposition of stock price movements is very sensitive to what assumption
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Portfolio construction models The project that we have done based on the Markowitz and Sharp methodologies that allow investors to build an efficient portfolio. An efficient portfolio is defined as the portfolio that maximizes the expected return for a given amount of risk (standard deviation)‚ or the portfolio that minimizes the risk subject to a given expected return. Markowitz method determines the asset allocation that produces the highest expected return for each unit of risk. The calculation
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Solve the following problem showing all the necessary steps and computations. 1. Using the data in the following table‚ estimate (a) the average return and volatility for each stock‚ (b) the covariance between the stocks‚ and (c) the correlation between these two stocks. A. Stock A -10+20+5-5+9/6 = 3.5% Stock B 21+30+7-3-8+25/6 = 12% B. Covariance = 1/5 (-0.1-0.035)(0.21-0.04) + (0.2-0.035)(0.3-0.12) + (0.05-0.035)(0.07-0.12) + (-0.05-0.035)(-0.03-0.12) + (0.02-0.035)(-0.08-.012)
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Literature Portfolio Physical Education and Race/Ethnicity Author and year of publication | Methods | Findings | Notes/Additional Comments | Grant Jarvie‚ 1991. | Hypotheses | According to Medof‚ 1986‚ there are 4 hypotheses that have been offered to explain racial stacking:1.’Role modelling’-based on the possibility that blacks emulate highly successful black athletes.2.’Differential attractiveness of positions’-based on the possibility that blacks either select or avoid positions
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