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Closed-form formulas for other barriers are given by Douady (1998) and Hull (1997). Boyle and Lau (1994) discuss how to price barriers with binomial trees. Barrier options can be valued using binomial trees, but in general the barrier will lie between two horizontal layers of nodes. In fact, there are two types of inaccuracies caused by modeling options on a (binomial) lattice. The rst type of inaccuracy, known as quantization error, is caused by the unavoidable existence of the lattice itself, which quantizes the asset price so that the asset price is allowed to take only the values of those points on the lattice.1 Essentially, when one uses a lattice, one values an option on a stock that moves discretely, which leads to theoretically correct prices for a stock that actually displays such quantized behavior. Consequently, one must use a lattice with in nitesimal increments to approximate continuous diffusions and thus display real-world stock price movements. However, Ritchken (1996) notes, re ning the partition size may not necessarily produce more precise results and suggests use of a trinomial tree as a better solution.2 The second type of inaccuracy, known as speci cation error, occurs because of the inability of the lattice to accurately represent the terms of the option. Once a lattice is selected, available stock prices are xed; so if the exercise price or barrier

For all the projects, you need a PC, the accompanying CD, and this book. Because the book includes a bootable Linux operating system on the CD, you can do a few of the projects without having Linux installed (most notably, the bootable pen drive project in 6). Most other projects require that you have a Linux operating system installed. I recommend Red Hat Enterprise Linux or Fedora Core. Other Linux systems will work as well, but you will need to either compile the software yourself (the CD includes the source code) or get pre-built binaries from somewhere else.

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Although there are many methods to move data between Access and Excel using their interfaces, many of these methods retain an aspect of manual involvement. VBA can help make your data transfer processes virtually hands-free. VBA, in and of itself, does not have the capability to connect and manipulate external data. You need to combine VBA with helper technologies such as ADO (ActiveX Data Objects) and SQL (Structured Query Language). ADO is a tool that helps you accomplish two tasks: connect to a data source and specify the dataset with which to work. SQL allows you to customize your data processes, giving you the flexibility to filter, group, and sort your results. The combination of VBA, ADO, and SQL is extremely powerful and relatively easy to understand and implement. Using these three tools together, you can process data without the need to create and maintain multiple queries and macros. You can also perform complex, multi-layered procedures that involve looping, record level testing, and If...Then...Else checks without the need to inundate your processes with many queries and temporary tables.

= 6.06%, d2, 2 = 1 / (1 + (0.0606)(1)) = 0.9428 = 4.96%, d2,0 = 1 / (1 + (0.0496)(1)) = 0.9527 = 4.06%, d2, 2 = 1 / (1 + (0.0406)(1)) = 0.9610

where CF is the amount of the cash ow in or out of the portfolio and N is the percentage of the period that the CF was available for investment, or period weight The IRR is an MWR It is approximately equal to a weighted average of the returns for each subperiod within the total period measured, where the weights are a product of the length of the subperiod and the amount of money at work during the subperiod, which is equal to the MVB plus the net cash ows for the subperiod The IRR is the rate of return implied by the growth in the observed market values of the fund, as well as additional cash ows It explains the growth in assets over the time period being measured.

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