theory of differential equations: given n functions f1(x)‚ ...‚ fn(x) (supposed to be n−1 times differentiable)‚ the Wronskian is defined to be It is non-zero (for some x) in a specified interval if and only if the given functions and all their derivatives up to order n−1 are linearly independent. If it can be shown that the Wronskian is zero everywhere on an interval then‚ in the case of analytic functions‚ this implies the given functions are linearly dependent. See the Wronskian and linear independence
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The Society for Financial Studies The Information in Option Volume for Future Stock Prices Author(s): Jun Pan and Allen M. Poteshman Source: The Review of Financial Studies‚ Vol. 19‚ No. 3 (Autumn‚ 2006)‚ pp. 871-908 Published by: Oxford University Press. Sponsor: The Society for Financial Studies. Stable URL: http://www.jstor.org/stable/3844016 . Accessed: 09/04/2013 01:56 Your use of the JSTOR archive indicates your acceptance of the Terms & Conditions of Use‚ available at . http://www
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Nick Leeson and the Collapse of Barings Plc. Asia: Reed Academic Publishing. Rawnsley‚ Judith H. (1995). Total Risk: Nick Leeson and the Fall of Barings Bank. New York: Harper Business. Zhang‚ Peter G. (1995). Barings Bankruptcy and Financial Derivatives. Singapore: World Scientific Publishing Co. Fay‚ Stephen (1997). Gerstein‚ Marc S. (2008). The Collapse of Barings. New York: W.W. Norton Case Study by Lillian Chew. Not Just One Man – Barings. Website of International Financial Risk Institute
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This set of 28 questions‚ taken from prior examinations‚ covers topics in Chapters 6‚ 7‚ and 9. The purpose of sample multiple choice questions is to acquaint you with the style and substance of typical exam questions on this material. Please be aware that: 1. multiple choice format questions are only one of many resources available to prepare for testing events – reading textbook chapters and working through chapter examples‚ studying the end-of-chapter review problem and accompanying
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CH213. Physical Chemistry II. Final Exam Your Name: Your Student Number: 110 Normal Points + 10 Bonus Points If you get 110 points out of 120 points‚ you will get the full 40% assigned to the midterm exam. Your scores 1) 2) 3) 4) 5) 6) Total: out of 25 out of 20 out of 20 out of 15 out of 20 out of 20 out of 120 * All the problems are connected. In other words‚ to solve the problem‚ you may need the information and/or answers given in other problems. All necessary information is basically
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Laplace Transformation Laplace transformation is a Mathematical tool which can be used to solve several problems in science and engineering. The transformed was first introduced by Pierre-Simon Laplace a French Mathematician‚ in the year 1790 in his work on probability theorem. Application of Laplace Transform The Laplace transform technique is applicable in many fields of science and technology such as: Control Engineering Communication Signal Analysis and Design Image Processing System
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Crank and Connecting Rod Introduction- The motion of assemblies is determined by the configuration of links and joints. Using the configurations the operation of rotational and sliding joints are examined and observed. This kind of mechanism is very commonplace in machines. Machines are made up of a number of parts and relative motion between the various parts permits the working of the machine. As the crank is rotated the rod starts moving but the velocity is not uniform. It is greater towards
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Barings. But this success was interrupted in the Mid 90’s when Barings caught the attention of the world due to bankruptcy which was caused by one rogue trader‚ Nick Leeson‚ based in a small office in Singapore. His sole trading activities for derivatives on the Singapore and Osaka Exchange lead the 233 years old bank into bankruptcy. Further below we discuss how the bank was lead into bankruptcy. Question 1 & 2 Nick Leeson‚ a young man from Watford in England joined Barings in 1989 from Morgan
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Case: Tiffany & Co- 1993 (HBS 298-014) Assignment Questions 1. In what way(s) is Tiffany exposed to exchange-rate risk subsequent to its new distribution agreement with Mitsukoshi? How serious are these risks? Answer: About 15% of (1992) sales of $492mln or ~ $75mln will now be earned in Yen‚ but will have to be reported in $. At a Net Income (1992) of $25mln‚ the risks caused by this exposure are significant. Data from exhibit 6 shows that in a 6-month period (Apr-Sep) exchange
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Tiffany & Co. Transaction and Economic Exposure Tiffany & Co. Facing Exchange Rate Risks SI S Following Tiffany & Co. Japan’s new retailing agreement with Mitsukoshi Ltd. in July 1993‚ TiffanyJapan was now faced with both new opportunities and risks. With greater control over retail sales in its Japanese operations‚ Tiffany looked forward to long-run improvement in its performance in Japan despite continuing weak local economic conditions. However‚ Tiffany was now also faced with
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