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n the last chapter I showed you the basics of the digital video editing and DVD/VCD creation process One of the important points I discussed was that you need digital video editing software on your PC in order to capture your video, edit that video, and then create your disc In this chapter, I will tell you more about three different classes of digital video editing software (I m not going to show you how to actually create movies in this chapter; that will wait until we reach Part III, after I teach you more about movie making concepts in Part II) We will start out by looking at the entry-level editors such as the one that may have been bundled with your digital camcorder or your DVD-R/RW drive Next, we will examine a couple of alternatives that represent a significant step up in terms of functionality and flexibility at a very reasonable price Finally, we will take a brief look at some digital video editing packages that represent a huge jump in both power and cost compared to any of these other options Before we get started, I d like to make a very important point about these different digital video editing and disc creation options Please keep in mind that you are free to choose whichever editing program you prefer When comparing the various options that are available to you, think about what you intend to do with your movies Do you want to use the quickest and most efficient way to get the content onto DVD, do you want to do a lot or little video editing, and do you want to be able to re-edit discs once you ve created them All of these are factors to consider when evaluating the tools you will use Although I would certainly like to do so, it is simply not possible for me to mention every available digital video editing program in this chapter (or even in this book, for that matter) Rather, I m going to show you a representative sampling of some of the more popular options But even though I cannot cover every entry in this area, I am going to show you enough information about the basics of digital video editing so that you can easily get more from the program you choose and end up producing better movies and that s really what is important, isn t it Okay, so let s begin with a look at your options.

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This Java DataSymbol Barcode Reader SDK is a wrapper for barcode decoding library ... Here below, please, find the typical sample of the library usage.

The McGraw Hill Companies, 2001

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It all depends on the library where you get your code from: Here below is from Maven:

can rewrite intersections as conjunctions, and we can rewrite set difference by using negation, so long as the two relations participating in the set operations are selections on the same relation We can then use the estimates for selections involving conjunctions, disjunctions, and negation in Section 1422 If the inputs are not selections on the same relation, we estimate the sizes this way: The estimated size of r s is the sum of the sizes of r and s The estimated size of r s is the minimum of the sizes of r and s The estimated size of r s is the same size as r All three estimates may be inaccurate, but provide upper bounds on the sizes Outer join: The estimated size of r 1 s is the size of r 1 s plus the size of r; that of r 1 s is symmetric, while that of r 1 s is the size of r 1 s plus the sizes of r and s All three estimates may be inaccurate, but provide upper bounds on the sizes

(14)

CHAPTER 2:

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For selections, the number of distinct values of an attribute (or set of attributes) A in the result of a selection, V (A, (r)), can be estimated in these ways: If the selection condition forces A to take on a speci ed value (eg, A = 3), V (A, (r)) = 1 If forces A to take on one of a speci ed set of values (eg, (A = 1 A = 3 A = 4)), then V (A, (r)) is set to the number of speci ed values If the selection condition is of the form A op v, where op is a comparison operator, V (A, (r)) is estimated to be V (A, r) s, where s is the selectivity of the selection In all other cases of selections, we assume that the distribution of A values is independent of the distribution of the values on which selection conditions are speci ed, and use an approximate estimate of min(V (A, r), n (r) ) A more accurate estimate can be derived for this case using probability theory, but the above approximation works fairly well For joins, the number of distinct values of an attribute (or set of attributes) A in the result of a join, V (A, r 1 s), can be estimated in these ways: If all attributes in A are from r, V (A, r 1 s) is estimated as min(V (A, r), nr1s), and similarly if all attributes in A are from s, V (A, r 1 s) is estimated to be min(V (A, s), nr1s )

If A contains attributes A1 from r and A2 from s, then V (A, r 1 s) is estimated as min(V (A1, r) V (A2 A1, s), V (A1 A2, r) V (A2, s), nr1s )

Note that some attributes may be in A1 as well as in A2, and A1 A2 and A2 A1 denote, respectively, attributes in A that are only from r and attributes

The McGraw Hill Companies, 2001

EXAMPLE 1-3 The current owing through a circuit element is given by i(t) = 8t + 3 mA How much charge passed through the element between t = 0 and t = 2 s

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