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algebra, increasing the precision of intermediate calculations, and choosing appropriate optimization algorithms. In addition to these general techniques, there are a variety of specialized techniques for dealing with individual functions and models. We discuss the techniques that are most applicable to popular social science models in s 5, 6, 8, 9, and 10. 4.4.1 High-Precision Mathematical Libraries If the mathematical functions, distributions, or linear algebra operations supplied by a statistical package are not suf ciently accurate, an option may exist to replace them with more accurate substitutes. Most statistical packages allow users to supply user-de ned functions if they are written within the statistical programming environment provided by the package. In addition, many packages permit users to call external libraries, written in other languages, such as C or FORTRAN, or even to overload (dynamically replace) functions supplied by the package. There are a variety of popular libraries available for high-performance computing. NIST s Guide to Available Mathematical Software (GAMS) [ rst described in Boisvert et al. (1985)] is a good place to start. GAMS is a large online guide to and repository of mathematical and statistical libraries that points to many different libraries (available online at <http://math.nist.gov/>). In addition, the Web archive accompanying Lozier and Olver s (1994) catalog of methods for evaluating special functions also has an online extended bibliography referring to dozens of high-performance libraries and algorithms. (This is available from <http://math.nist.gov/mcsd/Reports/2001/nesf>.) Some individual code libraries of particular interest include:

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One area seriously lacking in administrator education is database knowledge. Database 101 should be in every engineering course. All too often, we see administrators reinitializing databases to free up space, only to discover that they wiped out valuable corporate data in the process. Later in this chapter, you will examine the anatomy of the directory from a very high level. To fully understand how the Active Directory engine works, the following is a mini-course on Active Directory, the database. On the physical level, Active Directory is two things: a database and a database management system (DBMS) . . . pure and simple. The data it keeps can be viewed hierarchically. A database is a repository for data. It is a software structure in which data is stored, manipulated, and retrieved by any process seeking to gain access to and exploit the information it contains. If you are not sure this is a valid de nition of Active Directory, then let s apply the de nition of a database (the rules) to Active Directory.

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So many options are available when it comes to working with folders that it starts to become overkill. Take a closer look at Windows Vista folders. As you can tell from your first look at Windows Vista folders, everything has been streamlined into a united interface. The address bar at the top now features a hierarchical breakdown of where you are in relation to your hard drive. By clicking on any of the arrows in the address bar, you can go to another frequently used area, such as Pictures, Videos, Favorites, Music, and so on. By clicking on the arrow next to the folder icon, you can go to the desktop, Computer, and Recycle Bin (see Figure 6.4). By the way, the Pictures, Video, and Music folders are no longer found directly inside the Documents folder; they are now completely separate entities found within the user directory.

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I know I said that sleep is for the weak, but even the strong need to sleep sometimes. You can enforce time limits by clicking the Time limits link in the window shown earlier in Figure 21.11. This option enables you to allow or block access to the account by the time of day. The Time Limits interface is shown in Figure 21.14. You can block access to the computer by the hour, each day of the week. The interface is simple: Each hour of each day is arranged in a grid of blocks. Click blocks to toggle them restricted or available. You can click and drag to toggle multiple blocks at the same time. Restricted hours are shaded, and allowed hours are blank.

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This expansion is quite simply correct as long as x lies between - 1 and 1. What happens when x 1 The textbooks, with a 'classical' sense of what is proper, say that the series then does not have a meaning, but the 'romantic' mathematician will notice that the function itself has the value! when x = 1! Who is right Well, there is some right on both sides. The meaning of such series depends on the circumstances in which they are used, and how they are handled. Mathematicians of the seventeenth and eighteenth centuries tended to use series with a gay abandon as if they were just like ordinary numbers and could be added, subtracted, multiplied and divided as you chose. As a result, they sometimes got into trouble, which was only sorted out when the ideas of the 'sum' of a series and what it means for a series to 'converge to a sum' were more deeply understood. In other words, they misunderstood series rather as they misunderstood the idea of a polyhedron; in each case, the knots were untangled by deeper insight. Let us look at one example of these difficulties, and their resolution, in the theme of divergent series, about which still, in the early years of this century, 'there hung an aroma of paradox and audacity' (Hardy, in the Introduction to Divergent Series). Divergent series include series such as

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