Download e-book for kindle: Advances in investment analysis and portfolio management. / by Cheng-Few Lee

By Cheng-Few Lee

ISBN-10: 0080543979

ISBN-13: 9780080543970

ISBN-10: 128102564X

ISBN-13: 9781281025647

This learn annual e-book intends to compile funding research and portfolio conception and their implementation to portfolio administration. It seeks theoretical and empirical study manuscripts with top of the range within the sector of funding and portfolio research. The contents will encompass unique learn on: the rules of portfolio administration of equities and fixed-income securities. The evaluate of portfolios (or mutual cash) of universal shares, bonds, foreign resources, and ideas. The dynamic technique of portfolio administration. recommendations of foreign investments and portfolio administration. The functions of necessary and demanding analytical strategies corresponding to arithmetic, econometrics, records, and desktops within the box of funding and portfolio administration. Theoretical examine concerning techniques and futures. furthermore, it additionally comprises articles that current and consider new and demanding accounting, monetary, and fiscal info for handling and comparing portfolios of dicy resources.

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Additional info for Advances in investment analysis and portfolio management. / Volume 8

Sample text

Journal of Business and Economic Statistics, 12, 449–459. -E. (1992). Comparisons of Tests for Multivariate Cointegration. Statistical Papers, 33, 335–359. Stulz, R. M. (1986). Asset Pricing and Expected Inflation. Journal of Finance, 41, 209–223. Thorbecke, W. (1997). On stock market returns and monetary policy. Journal of Finance, 52, 635–654. Thornton, D. , & Batten, D. S. (1985). Lag-Length Selection and Tests of Granger Causality Between Money and Income. Journal of Money, Credit, and Banking, 17, 164–178.

7 is not very close to the barrier, the hedge ratios can be computed using the following equations. ⌬= O(D) Ϫ O(B) , S(D) Ϫ S(B) O(D) Ϫ O(C) O(C) Ϫ O(B) Ϫ S(D) Ϫ S(C) S(C) Ϫ S(B) , ⌫=2 S(D) Ϫ S(B) (21) where ⌬ and ⌫ are the delta and gamma of the options respectively, and O(X) and S(X) are the option value and the underlying asset price at node X, respectively. We can also use Eq. (21) to calculate the delta and gamma for lookback options. However, if the underlying asset at node C, S(C), is very close to the barrier, we must use the original node representing the current asset price and the one neighboring node that is inside the barrier to compute ⌬.

1997). Currency Lookback Options and Observation Frequency: A Binominal Approach. Journal of International Money and Finance, 2, 173–187. Chriss, N. A. (1997). Black-Scholes and Beyond: Option Pricing Models. McGraw-Hill, New York. , & Rubinstein, M. (1979). Option Pricing: A Simplified Approach. Journal of Financial Economics, 7, 229–264. , & Viswanathan, R. (1991). Path Dependent Options: The Case of Lookback Options. Journal of Finance, 46, 1893–1907. Valuation and Hedging of American-style Lookback and Barrier Options 37 Goldman, B.

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