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picture stop A function of DVD-Video where a code indicates that video playback should stop and a still picture be displayed PIP Picture in picture A feature of some televisions that shows another channel or video source in a small window superimposed in a corner of the screen pit A microscopic depression in the recording layer of a optical disc Pits are usually 1/4 of the laser wavelength in order to cause cancellation of the beam by diffraction pit art A pattern of pits to be stamped onto a disc to provide visual art rather than data A cheaper alternative to a printed label pixel The smallest picture element of an image (one sample of each color component) A single dot of the array of dots that make up a picture Sometimes abbreviated to pel The resolution of a digital display is typically specified in terms of pixels (width by height) and color depth (the number of bits required to represent each pixel) pixel aspect ratio The ratio of width to height of a single pixel This often means the sample pitch aspect ratio (when referring to sampled digital video) Pixel aspect ratio for a given raster can be calculated as y/x w/h (where x and y are the raster horizontal pixel count and vertical pixel count, and w and h are the display aspect ratio width and height) Pixel aspect ratios are also confusingly calculated as x/y w/h, giving a height-to-width ratio Refer to Table 622

21 From Xcode s main menu, select Build | Build And Run Xcode should start the simulator,

This problem of estimating the distribution mean p based on the sample mean Y is quite general For example, it covers the problem discussed earlier of using errors(h) to estimate errorv(h) (In that problem, the Yi are 1 or 0 to indicate whether h commits an error on an individual example from S, and errorv(h) is the mean p of the underlying distribution) The t test, described by Equations (517) and (518), applies to a special case of this problem-the case in which the individual Yi follow a Normal distribution Now consider the following idealization of the method in Table 55 for comparing learning methods Assume that instead of having a fixed sample of data Do, we can request new training examples drawn according to the underlying instance distribution In particular, in this idealized method we modify the procedure of Table 55 so that on each iteration through the loop it generates a new random training set Siand new random test set Ti by drawing from this underlying instance distribution instead of drawing from the fixed sample Do This idealized method

picture In video terms, a single still image or a sequence of moving images Picture generally refers to a frame, but for interlaced frames, it may refer instead to a field of the frame In a more general sense, picture refers to the entire image shown on a video display

install your application in it, and start your application (Figure 1-18)

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perfectly fits the form of the above estimation problem In particular, the Si measured by the procedure now correspond to the independent, identically distributed The mean p of their distribution corresponds to the expected random variables Yi difference in error between the two learning methods [ie, Equation (514)] The sample mean Y is the quantity 6 computed by this idealized version of the method We wish to answer the question "how good an estimate of p is provided by s ' First, note that the size of the test sets has been chosen to contain at least 30 examples Because of this, the individual Si will each follow an approximately Normal distribution (due to the Central Limit Theorem) Hence, we have a special case in which the Yi are governed by an approximately Normal distribution It can be shown in general that when the individual Yi each follow a Normal distribution, then the sample mean Y follows a Normal distribution as well Given that Y is Normally distributed, we might consider using the earlier expression for confidence intervals (Equation [511]) that applies to estimators governed by Normal distributions Unfortunately, that equation requires that we know the standard deviation of this distribution, which we do not The t test applies to precisely these situations, in which the task is to estimate the sample mean of a collection of independent, identically and Normally distributed random variables In this case, we can use the confidence interval given by Equations (517) and (518), which can be restated using our current notation as

22 Select Run | Console to show the Debugger Console 23 Click the button, and the label s text changes to Hello and the console displays the log