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Quantizing the DCT values means that the result of the inverse DCT will not exactly reproduce the original intensity values, but the result is close and can be adjusted by varying the quantizing scale to make it finer or coarser More important, since the DCT function includes a progressive weighting that puts bigger numbers near the top left corner and smaller numbers near the lower right corner, quantization and a special zigzag ordering result in runs of the same number, especially zero This may sound familiar Sure enough, the next step is to use run-length encoding to reduce the number of values that need to be stored A variation of run-length coding is used that stores a count of the number of zero values followed by the next nonzero value The resulting numbers are used to look up symbols from a table The symbol table was developed using Huffman coding to create shorter symbols for the most commonly appearing numbers This is called variable-length coding (VLC) See Figures 33 and 35 for examples of DCT, quantization, and VLC The result of these transformation and manipulation steps is that the information that is thrown away is least perceptible Since the eye is less sensitive to color than to brightness, transforming RGB values to luminance and chrominance values means that more chrominance data can be selectively thrown away And since the eye is less sensitive to high-frequency color or brightness changes, the DCT and quantization process removes mostly the high-frequency information JPEG compression can reduce a picture to about one-fifth the original size with almost no discernible difference and to about one-tenth the original size with only slight degradation

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#import <UIKit/UIKith> #import "PleaseWaitViewControllerh" #import "ActivityAndProgressAppDelegateh" @interface ActivityAndProgressViewController : UIViewController { IBOutlet PleaseWaitViewController * myActivityView; } @property (nonatomic, retain) IBOutlet PleaseWaitViewController * myActivityView; - (void) moveBar: (id) object; - (IBAction) doIt: (id) sender; @end

Technologies; Garrett Maki at Sunset Post; Charles Busslinger, Rick Deane, and Annie Chang at THX; Brad Collar at CVC; Shaun Taylor at Videodiscovery; Jim Babinski at WAMO; Gary Reber at Widescreen Review and Steve Michelson at Steve Michelson Productions; and Blaine Graboyes at Zuma Digital Thanks to Steve Chapman at McGraw-Hill for backing me up and bailing me out, and to Beth Brown at MacPS for turning it all into something printable And special thanks to Fleischman and Arthur, who have been solidly supportive JIM TAYLOR

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To illustrate the practical importance of Bayesian learning methods, consider learning problems in which the instances are text documents For example, we might wish to learn the target concept "electronic news articles that I find interesting," or "pages on the World Wide Web that discuss machine learning topics" In both cases, if a computer could learn the target concept accurately, it could automatically filter the large volume of online text documents to present only the most relevant documents to the user We present here a general algorithm for learning to classify text, based on the naive Bayes classifier Interestingly, probabilistic approaches such as the one described here are among the most effective algorithms currently known for learning to classify text documents Examples of such systems are described by Lewis (1991), Lang (1995), and Joachims (1996) The naive Bayes algorithm that we shall present applies in the following general setting Consider an instance space X consisting of all possible text documents (ie, all possible strings of words and punctuation of all possible lengths) We are given training examples of some unknown target function f ( x ) , which can take on any value from some finite set V The task is to learn from these training examples to predict the target value for subsequent text documents For illustration, we will consider the target function classifying documents as interesting or uninteresting to a particular person, using the target values like and dislike to indicate these two classes The two main design issues involved in applying the naive Bayes classifier to such rext classification problems are first to decide how to represent an arbitrary text document in terms of attribute values, and second to decide how to estimate the probabilities required by the naive Bayes classifier Our approach to representing arbitrary text documents is disturbingly simple: Given a text document, such as this paragraph, we define an attribute for each word position in the document and define the value of that attribute to be the English word found in that position Thus, the current paragraph would be described by 111 attribute values, corresponding to the 111 word positions The value of the first attribute is the word "our," the value of the second attribute is the word "approach," and so on Notice that long text documents will require a larger number of attributes than short documents As we shall see, this will not cause us any trouble.

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